Measurements and Geometry

Reflection - Determining mirror line

By the end of the lesson, the learner should be able to:
- Draw mirror line given object and image
- Apply perpendicular bisector method
- Show accuracy in constructing mirror lines

- Identify relationship between object and image points
- Draw perpendicular bisectors to find mirror line
- Verify mirror line by reflection
- Work in groups to practice construction

How do we find the mirror line when given an object and its image?

- Essential Mathematics Grade 10 Learner's Book
- Rulers
- Compasses
- Drawing tools
- Graph papers

- Rating scale - Class activities - Observation

Measurements and Geometry

Reflection - Successive reflections

By the end of the lesson, the learner should be able to:
- Perform successive reflections
- Analyze results of successive reflections
- Appreciate the relationship between reflections and other transformations

- Reflect objects in two parallel mirror lines
- Reflect objects in two intersecting mirror lines
- Compare successive reflections to single transformations
- Work with peers to explore patterns

What transformation results from successive reflections?

- Essential Mathematics Grade 10 Learner's Book
- Graph papers
- Rulers
- Drawing tools
- Digital devices

- Class written tests - Portfolio - Oral questions

Measurements and Geometry

Reflection - Applications of reflection

By the end of the lesson, the learner should be able to:
- Apply reflection in real-life contexts
- Solve problems involving reflection
- Value the importance of reflection in daily life

- Discuss uses of reflection in design and architecture
- Solve word problems involving reflection
- Explore reflection using digital resources
- Present findings on applications of reflection

How is reflection used in real life?

- Essential Mathematics Grade 10 Learner's Book
- Digital resources
- Reference materials
- Drawing tools
- Real-life examples

- Projects - Class activities - Rating scale

Measurements and Geometry

Reflection - Problem solving

By the end of the lesson, the learner should be able to:
- Solve complex problems involving reflection
- Apply reflection concepts in various contexts
- Demonstrate mastery of reflection concepts

- Solve challenging problems on reflection
- Work in groups to tackle multi-step problems
- Apply reflection to design symmetrical patterns
- Share solutions with class

How can we use reflection to solve complex problems?

- Essential Mathematics Grade 10 Learner's Book
- Graph papers
- Drawing tools
- Calculators
- Problem scenarios

- Class written tests - Portfolio - Observation

Measurements and Geometry

Trigonometry - Pythagorean theorem

By the end of the lesson, the learner should be able to:
- State the Pythagorean theorem
- Apply Pythagorean theorem to find unknown sides
- Appreciate the theorem in solving real-life problems

- Verify Pythagorean theorem using right-angled triangles
- Calculate unknown sides using the theorem
- Solve problems involving right-angled triangles
- Work with peers to practice applications

What is the relationship between sides of a right-angled triangle?

- Essential Mathematics Grade 10 Learner's Book
- Rulers
- Calculators
- Geometrical set
- Right-angled triangle models

- Observation - Oral questions - Class activities

Measurements and Geometry

Trigonometry - Trigonometric ratios

By the end of the lesson, the learner should be able to:
- Define sine, cosine and tangent ratios
- Identify opposite, adjacent and hypotenuse sides
- Show interest in learning trigonometric ratios

- Label sides of right-angled triangles
- Define trigonometric ratios using sides
- Calculate trigonometric ratios from given triangles
- Discuss with peers the meaning of each ratio

What are trigonometric ratios?

- Essential Mathematics Grade 10 Learner's Book
- Rulers
- Calculators
- Right-angled triangle models
- Drawing tools

- Class activities - Written assignments - Observation

Measurements and Geometry

Trigonometry - Trigonometric ratios

By the end of the lesson, the learner should be able to:
- Define sine, cosine and tangent ratios
- Identify opposite, adjacent and hypotenuse sides
- Show interest in learning trigonometric ratios

- Label sides of right-angled triangles
- Define trigonometric ratios using sides
- Calculate trigonometric ratios from given triangles
- Discuss with peers the meaning of each ratio

What are trigonometric ratios?

- Essential Mathematics Grade 10 Learner's Book
- Rulers
- Calculators
- Right-angled triangle models
- Drawing tools

- Class activities - Written assignments - Observation

Measurements and Geometry

Trigonometry - Sine of acute angles

By the end of the lesson, the learner should be able to:
- Calculate sine of acute angles
- Use sine ratio to find unknown sides
- Appreciate the application of sine ratio

- Calculate sine ratios from right-angled triangles
- Use calculators to find sine values
- Solve problems involving sine ratio
- Work in groups to practice calculations

How do we use the sine ratio?

- Essential Mathematics Grade 10 Learner's Book
- Scientific calculators
- Rulers
- Drawing tools
- Geometrical set

- Class written tests - Oral questions - Class activities

Measurements and Geometry

Trigonometry - Cosine of acute angles

By the end of the lesson, the learner should be able to:
- Calculate cosine of acute angles
- Use cosine ratio to find unknown sides
- Show precision in using cosine ratio

- Calculate cosine ratios from right-angled triangles
- Use calculators to find cosine values
- Solve problems involving cosine ratio
- Compare sine and cosine ratios

How do we use the cosine ratio?

- Essential Mathematics Grade 10 Learner's Book
- Scientific calculators
- Rulers
- Drawing tools
- Right-angled triangle models

- Class activities - Written assignments - Observation

Measurements and Geometry

Trigonometry - Tangent of acute angles

By the end of the lesson, the learner should be able to:
- Calculate tangent of acute angles
- Use tangent ratio to find unknown sides
- Appreciate the relationship between trigonometric ratios

- Calculate tangent ratios from right-angled triangles
- Use calculators to find tangent values
- Solve problems involving tangent ratio
- Work with peers to explore relationships

How do we use the tangent ratio?

- Essential Mathematics Grade 10 Learner's Book
- Scientific calculators
- Rulers
- Drawing tools
- Geometrical set

- Class written tests - Rating scale - Oral questions

Measurements and Geometry

Trigonometry - Complementary angles

By the end of the lesson, the learner should be able to:
- Define complementary angles
- Relate sine and cosine of complementary angles
- Show interest in exploring angle relationships

- Identify complementary angles in right-angled triangles
- Verify relationships between sine and cosine of complementary angles
- Calculate trigonometric ratios of complementary angles
- Discuss patterns observed with peers

What is the relationship between sine and cosine of complementary angles?

- Essential Mathematics Grade 10 Learner's Book
- Scientific calculators
- Rulers
- Drawing tools
- Mathematical tables

- Class activities - Observation - Written assignments

Measurements and Geometry

Trigonometry - Finding angles

By the end of the lesson, the learner should be able to:
- Use inverse trigonometric functions
- Calculate angles from given trigonometric ratios
- Appreciate the use of inverse functions

- Use calculators to find angles from sine, cosine and tangent values
- Solve problems requiring angle calculation
- Work in groups to practice finding angles
- Verify answers using different methods

How do we find angles using trigonometric ratios?

- Essential Mathematics Grade 10 Learner's Book
- Scientific calculators
- Rulers
- Drawing tools
- Geometrical set

- Class written tests - Projects - Oral questions

Measurements and Geometry

Trigonometry - Angles of elevation

By the end of the lesson, the learner should be able to:
- Define angle of elevation
- Apply trigonometric ratios to angles of elevation
- Show interest in solving practical problems

- Draw and identify angles of elevation in diagrams
- Solve problems involving angles of elevation
- Measure angles of elevation in the school compound
- Work with peers on practical applications

What is an angle of elevation and how is it used?

- Essential Mathematics Grade 10 Learner's Book
- Scientific calculators
- Clinometers
- Measuring tapes
- Drawing tools

- Class activities - Rating scale - Observation

Measurements and Geometry

Trigonometry - Angles of depression

By the end of the lesson, the learner should be able to:
- Define angle of depression
- Apply trigonometric ratios to angles of depression
- Appreciate the relationship between angles of elevation and depression

- Draw and identify angles of depression in diagrams
- Solve problems involving angles of depression
- Compare angles of elevation and depression
- Work in groups to solve practical problems

What is an angle of depression and how does it relate to angle of elevation?

- Essential Mathematics Grade 10 Learner's Book
- Scientific calculators
- Drawing tools
- Rulers
- Problem scenarios

- Class written tests - Written assignments - Oral questions

Measurements and Geometry

Trigonometry - Bearings

By the end of the lesson, the learner should be able to:
- Use trigonometry to solve bearing problems
- Calculate distances and angles in navigation
- Show precision in solving bearing problems

- Draw bearing diagrams accurately
- Apply trigonometric ratios to bearing problems
- Calculate distances using bearings and trigonometry
- Work with peers to solve navigation problems

How do we use trigonometry in solving bearing problems?

- Essential Mathematics Grade 10 Learner's Book
- Scientific calculators
- Protractors
- Rulers
- Compass

- Class activities - Projects - Rating scale

Measurements and Geometry

Trigonometry - Three-dimensional problems

By the end of the lesson, the learner should be able to:
- Solve trigonometric problems in three dimensions
- Draw diagrams for 3D problems
- Appreciate applications in real-world contexts

- Identify right-angled triangles in 3D figures
- Solve problems involving cuboids and pyramids
- Work in groups to tackle 3D problems
- Use models to visualize 3D situations

How do we apply trigonometry to three-dimensional problems?

- Essential Mathematics Grade 10 Learner's Book
- Scientific calculators
- 3D models
- Drawing tools
- Rulers

- Class written tests - Observation - Oral questions

Measurements and Geometry

Trigonometry - Area using sine

By the end of the lesson, the learner should be able to:
- State the formula for area using sine
- Calculate area of triangle given two sides and included angle
- Appreciate alternative methods of finding area

- Derive the formula for area using sine ratio
- Calculate areas of triangles using the formula
- Compare with traditional area formula
- Work with peers to solve problems

How can we find the area of a triangle using trigonometry?

- Essential Mathematics Grade 10 Learner's Book
- Scientific calculators
- Rulers
- Protractors
- Drawing tools

- Class activities - Written assignments - Projects

Measurements and Geometry

Trigonometry - Heron's formula

By the end of the lesson, the learner should be able to:
- State Heron's formula
- Calculate area of triangle using three sides
- Show accuracy in using Heron's formula

- Learn Heron's formula for area calculation
- Calculate semi-perimeter of triangles
- Apply Heron's formula to find areas
- Work in groups to practice calculations

How do we find the area of a triangle when given all three sides?

- Essential Mathematics Grade 10 Learner's Book
- Scientific calculators
- Rulers
- Drawing tools
- Triangle models

- Class written tests - Rating scale - Oral questions

Measurements and Geometry

Trigonometry - Applications

By the end of the lesson, the learner should be able to:
- Apply trigonometry in real-life situations
- Solve complex problems using trigonometric concepts
- Value the importance of trigonometry in various fields

- Solve word problems involving trigonometry
- Explore uses in surveying and navigation
- Use digital resources to research applications
- Present findings on real-world uses

How is trigonometry used in real life?

- Essential Mathematics Grade 10 Learner's Book
- Scientific calculators
- Digital resources
- Reference materials
- Real-world problem scenarios

- Projects - Portfolio - Class activities

Measurements and Geometry

Trigonometry - Applications

By the end of the lesson, the learner should be able to:
- Apply trigonometry in real-life situations
- Solve complex problems using trigonometric concepts
- Value the importance of trigonometry in various fields

- Solve word problems involving trigonometry
- Explore uses in surveying and navigation
- Use digital resources to research applications
- Present findings on real-world uses

How is trigonometry used in real life?

- Essential Mathematics Grade 10 Learner's Book
- Scientific calculators
- Digital resources
- Reference materials
- Real-world problem scenarios

- Projects - Portfolio - Class activities

Measurements and Geometry

Area of Polygons - Basic area formulas

By the end of the lesson, the learner should be able to:
- Recall area formulas for basic shapes
- Calculate areas of rectangles, squares and triangles
- Appreciate the foundation for complex shapes

- Calculate areas of rectangles and squares
- Calculate areas of triangles using base and height
- Work with peers to solve area problems
- Discuss applications of area in daily life

Why do we need to find areas of shapes?

- Essential Mathematics Grade 10 Learner's Book
- Rulers
- Graph papers
- Drawing tools
- Shape models

- Observation - Oral questions - Class activities

Measurements and Geometry

Area of Polygons - Area of parallelogram

By the end of the lesson, the learner should be able to:
- Derive the formula for area of parallelogram
- Calculate area of parallelogram
- Show precision in measurements

- Cut and rearrange parallelogram to form rectangle
- Derive area formula from rectangle
- Calculate areas of parallelograms
- Work in groups to measure and calculate

How is the area of a parallelogram related to a rectangle?

- Essential Mathematics Grade 10 Learner's Book
- Rulers
- Paper for cutting
- Drawing tools
- Parallelogram models

- Class activities - Written assignments - Rating scale

Measurements and Geometry

Area of Polygons - Area of rhombus

By the end of the lesson, the learner should be able to:
- State the formula for area of rhombus
- Calculate area using diagonals
- Appreciate properties of rhombus

- Measure diagonals of rhombus
- Apply formula to calculate area
- Compare different methods of finding area
- Work with peers to solve problems

How do we find the area of a rhombus?

- Essential Mathematics Grade 10 Learner's Book
- Rulers
- Drawing tools
- Rhombus models
- Calculators

- Class written tests - Observation - Oral questions

Measurements and Geometry

Area of Polygons - Area of trapezium

By the end of the lesson, the learner should be able to:
- Derive formula for area of trapezium
- Calculate area of trapezium
- Show accuracy in calculations

- Partition trapezium into triangles and rectangles
- Derive area formula
- Calculate areas of trapeziums
- Work in groups to practice calculations

How do we calculate the area of a trapezium?

- Essential Mathematics Grade 10 Learner's Book
- Rulers
- Graph papers
- Drawing tools
- Trapezium models

- Class activities - Projects - Written assignments

Measurements and Geometry

Area of Polygons - Area of kite

By the end of the lesson, the learner should be able to:
- State the formula for area of kite
- Calculate area using diagonals
- Appreciate the relationship between kite and rhombus

- Identify properties of kites
- Measure diagonals and calculate area
- Compare area formulas of kite and rhombus
- Work with peers to explore patterns

How is the area of a kite calculated?

- Essential Mathematics Grade 10 Learner's Book
- Rulers
- Drawing tools
- Kite models
- Calculators

- Class written tests - Rating scale - Oral questions

Measurements and Geometry

Area of Polygons - Area of regular pentagon

By the end of the lesson, the learner should be able to:
- Partition regular pentagon into triangles
- Calculate area of regular pentagon
- Show interest in finding areas of regular polygons

- Divide regular pentagon into triangles
- Calculate area of each triangle
- Sum areas to find total area
- Work in groups to explore different methods

How do we find the area of a regular pentagon?

- Essential Mathematics Grade 10 Learner's Book
- Rulers
- Protractors
- Drawing tools
- Pentagon models

- Class activities - Observation - Projects

Measurements and Geometry

Area of Polygons - Area of regular hexagon

By the end of the lesson, the learner should be able to:
- Partition regular hexagon into triangles
- Calculate area of regular hexagon
- Appreciate patterns in regular polygons

- Divide regular hexagon into triangles
- Calculate area using triangulation method
- Explore alternative methods
- Work with peers to solve problems

How do we calculate the area of a regular hexagon?

- Essential Mathematics Grade 10 Learner's Book
- Rulers
- Protractors
- Drawing tools
- Hexagon models

- Class written tests - Portfolio - Written assignments

Measurements and Geometry

Area of Polygons - Composite shapes

By the end of the lesson, the learner should be able to:
- Identify component shapes in composite figures
- Calculate areas of composite shapes
- Show accuracy in area calculations

- Break down composite shapes into basic shapes
- Calculate area of each component
- Sum or subtract areas as appropriate
- Work in groups to tackle complex shapes

How do we find the area of irregular shapes?

- Essential Mathematics Grade 10 Learner's Book
- Rulers
- Graph papers
- Drawing tools
- Calculators

- Class activities - Rating scale - Observation

Measurements and Geometry

Area of Polygons - Problem solving

By the end of the lesson, the learner should be able to:
- Solve word problems involving areas of polygons
- Apply area concepts to real-life situations
- Demonstrate mastery of area calculations

- Solve contextual problems on areas
- Work on problems involving costs and measurements
- Apply formulas to practical situations
- Present solutions to class

How can we apply area concepts to solve real problems?

- Essential Mathematics Grade 10 Learner's Book
- Calculators
- Drawing tools
- Problem scenarios
- Reference materials

- Class written tests - Projects - Portfolio

Measurements and Geometry

Area of Polygons - Applications

By the end of the lesson, the learner should be able to:
- Apply area concepts in construction and design
- Solve problems involving flooring and painting
- Value the importance of area in daily life

- Calculate materials needed for flooring
- Estimate paint required for surfaces
- Work on design projects using area concepts
- Share findings with peers

How is knowledge of area used in construction and design?

- Essential Mathematics Grade 10 Learner's Book
- Calculators
- Real-world scenarios
- Digital resources
- Drawing tools

- Class activities - Projects - Rating scale

Measurements and Geometry

Area of Polygons - Applications

By the end of the lesson, the learner should be able to:
- Apply area concepts in construction and design
- Solve problems involving flooring and painting
- Value the importance of area in daily life

- Calculate materials needed for flooring
- Estimate paint required for surfaces
- Work on design projects using area concepts
- Share findings with peers

How is knowledge of area used in construction and design?

- Essential Mathematics Grade 10 Learner's Book
- Calculators
- Real-world scenarios
- Digital resources
- Drawing tools

- Class activities - Projects - Rating scale

Measurements and Geometry

Area of Part of Circle - Circle properties

By the end of the lesson, the learner should be able to:
- Define terms related to circles
- Calculate circumference and area of circles
- Show interest in exploring parts of circles

- Review definitions of radius, diameter, chord
- Calculate circumference and area of circles
- Identify sectors and segments
- Work with peers to measure circular objects

What are the basic properties of a circle?

- Essential Mathematics Grade 10 Learner's Book
- Compasses
- Rulers
- Circular objects
- Calculators

- Observation - Oral questions - Class activities

Measurements and Geometry

Area of Part of Circle - Arc length

By the end of the lesson, the learner should be able to:
- Define arc and arc length
- Calculate arc length given radius and angle
- Appreciate the relationship between arc and circumference

- Identify arcs in circles
- Derive formula for arc length
- Calculate arc lengths in different circles
- Work in groups to solve problems

How do we calculate the length of an arc?

- Essential Mathematics Grade 10 Learner's Book
- Compasses
- Rulers
- Protractors
- Calculators

- Class activities - Written assignments - Rating scale

Measurements and Geometry

Area of Part of Circle - Area of sector

By the end of the lesson, the learner should be able to:
- Define a sector
- Calculate area of sector
- Show precision in sector calculations

- Identify sectors in circles
- Derive formula for area of sector
- Calculate areas of sectors with different angles
- Work with peers to practice calculations

How do we find the area of a sector?

- Essential Mathematics Grade 10 Learner's Book
- Compasses
- Rulers
- Protractors
- Calculators

- Class written tests - Observation - Oral questions

Measurements and Geometry

Area of Part of Circle - Area of segment

By the end of the lesson, the learner should be able to:
- Define a segment
- Calculate area of segment
- Appreciate the relationship between sector and segment

- Identify segments in circles
- Calculate area of segment by subtracting triangle from sector
- Solve problems involving segments
- Work in groups to explore different cases

How do we calculate the area of a segment?

- Essential Mathematics Grade 10 Learner's Book
- Compasses
- Rulers
- Drawing tools
- Calculators

- Class activities - Projects - Written assignments

Measurements and Geometry

Area of Part of Circle - Minor and major parts

By the end of the lesson, the learner should be able to:
- Distinguish between minor and major sectors
- Calculate areas of both minor and major parts
- Show accuracy in identifying and calculating

- Identify minor and major sectors and segments
- Calculate areas of both types
- Compare minor and major areas
- Work with peers to solve problems

What is the difference between minor and major sectors?

- Essential Mathematics Grade 10 Learner's Book
- Compasses
- Rulers
- Drawing tools
- Calculators

- Class written tests - Rating scale - Observation

Measurements and Geometry

Area of Part of Circle - Applications

By the end of the lesson, the learner should be able to:
- Apply area of sectors and segments to real problems
- Solve contextual problems involving parts of circles
- Value the importance of circle parts in design

- Solve problems on pizza slices, pie charts
- Calculate areas for design purposes
- Work on problems involving wheels and gears
- Present findings to class

How are sectors and segments used in real life?

- Essential Mathematics Grade 10 Learner's Book
- Calculators
- Real-world examples
- Digital resources
- Drawing tools

- Class activities - Projects - Portfolio

Measurements and Geometry

Area of Part of Circle - Problem solving

By the end of the lesson, the learner should be able to:
- Solve complex problems involving parts of circles
- Apply multiple concepts in single problems
- Demonstrate mastery of circle area concepts

- Solve challenging word problems
- Work on problems requiring multiple steps
- Apply concepts to practical scenarios
- Share solutions with peers

How can we use our knowledge of circle parts to solve complex problems?

- Essential Mathematics Grade 10 Learner's Book
- Calculators
- Problem scenarios
- Drawing tools
- Graph papers

- Class written tests - Portfolio - Rating scale

Measurements and Geometry

Surface Area of Solids - 3D shapes review

By the end of the lesson, the learner should be able to:
- Identify common 3D shapes
- Name parts of 3D solids
- Show interest in exploring surface areas

- Identify cubes, cuboids, cylinders in environment
- Name faces, edges, vertices of solids
- Handle models of 3D shapes
- Discuss properties with peers

What are the properties of common 3D shapes?

- Essential Mathematics Grade 10 Learner's Book
- Models of solids
- Rulers
- Drawing tools
- Geometrical set

- Observation - Oral questions - Class activities

Measurements and Geometry

Surface Area of Solids - Surface area of cone

By the end of the lesson, the learner should be able to:
- Identify parts of a cone
- Calculate surface area of cone
- Show precision in measurements

- Make models of cones from nets
- Identify curved surface and base
- Derive formula for surface area
- Calculate surface areas of different cones

How do we find the surface area of a cone?

- Essential Mathematics Grade 10 Learner's Book
- Cone models
- Paper for nets
- Rulers
- Calculators

- Class activities - Projects - Written assignments

Measurements and Geometry

Surface Area of Solids - Surface area of pyramid

By the end of the lesson, the learner should be able to:
- Identify types of pyramids
- Calculate surface area of pyramids
- Appreciate the relationship between net and surface area

- Make models of pyramids from nets
- Calculate area of base and triangular faces
- Sum areas to find total surface area
- Work with peers on different pyramids

How do we calculate the surface area of a pyramid?

- Essential Mathematics Grade 10 Learner's Book
- Pyramid models
- Paper for nets
- Rulers
- Calculators

- Class written tests - Rating scale - Observation

Measurements and Geometry

Surface Area of Solids - Surface area of sphere

By the end of the lesson, the learner should be able to:
- State the formula for surface area of sphere
- Calculate surface area of sphere
- Show accuracy in calculations

- Use spherical objects to explore surface area
- Apply formula for surface area of sphere
- Calculate surface areas of different spheres
- Work in groups to solve problems

How do we find the surface area of a sphere?

- Essential Mathematics Grade 10 Learner's Book
- Spherical objects
- Rulers for measuring
- Calculators
- Models

- Class activities - Observation - Oral questions

Measurements and Geometry

Surface Area of Solids - Surface area of sphere

By the end of the lesson, the learner should be able to:
- State the formula for surface area of sphere
- Calculate surface area of sphere
- Show accuracy in calculations

- Use spherical objects to explore surface area
- Apply formula for surface area of sphere
- Calculate surface areas of different spheres
- Work in groups to solve problems

How do we find the surface area of a sphere?

- Essential Mathematics Grade 10 Learner's Book
- Spherical objects
- Rulers for measuring
- Calculators
- Models

- Class activities - Observation - Oral questions

Measurements and Geometry

Surface Area of Solids - Surface area of hemisphere

By the end of the lesson, the learner should be able to:
- Relate hemisphere to sphere
- Calculate surface area of hemisphere
- Appreciate curved and flat surfaces

- Cut sphere model to form hemisphere
- Identify curved surface and flat base
- Calculate total surface area
- Work with peers to practice calculations

How is the surface area of a hemisphere calculated?

- Essential Mathematics Grade 10 Learner's Book
- Hemisphere models
- Rulers
- Calculators
- Drawing tools

- Class written tests - Projects - Written assignments

Measurements and Geometry

Surface Area of Solids - Frustum of cone

By the end of the lesson, the learner should be able to:
- Define frustum of a cone
- Calculate surface area of frustum
- Show interest in exploring frustums

- Identify frustums in everyday objects
- Calculate curved surface area
- Add areas of two circular ends
- Work in groups to solve problems

What is a frustum and how do we find its surface area?

- Essential Mathematics Grade 10 Learner's Book
- Frustum models
- Buckets and containers
- Rulers
- Calculators

- Class activities - Rating scale - Observation

Measurements and Geometry

Surface Area of Solids - Frustum of pyramid

By the end of the lesson, the learner should be able to:
- Identify frustum of pyramid
- Calculate surface area of frustum of pyramid
- Show accuracy in calculations

- Model frustums of pyramids
- Calculate area of bases and trapezium faces
- Sum areas for total surface area
- Work with peers on different frustums

How do we calculate the surface area of a frustum of a pyramid?

- Essential Mathematics Grade 10 Learner's Book
- Frustum models
- Paper for nets
- Rulers
- Calculators

- Class written tests - Portfolio - Oral questions

Measurements and Geometry

Surface Area of Solids - Composite solids

By the end of the lesson, the learner should be able to:
- Identify component solids in composite shapes
- Calculate surface area of composite solids
- Appreciate complexity in real objects

- Break down composite solids into basic shapes
- Calculate surface area of each component
- Account for hidden surfaces
- Work in groups to solve problems

How do we find the surface area of composite solids?

- Essential Mathematics Grade 10 Learner's Book
- Models of composite solids
- Rulers
- Calculators
- Drawing tools

- Class activities - Projects - Rating scale

Measurements and Geometry

Surface Area of Solids - Applications

By the end of the lesson, the learner should be able to:
- Apply surface area in real-life contexts
- Solve problems involving painting and wrapping
- Value the importance of surface area calculations

- Calculate material needed for painting solids
- Estimate wrapping paper required
- Work on practical design problems
- Present findings to class

How is knowledge of surface area used in real life?

- Essential Mathematics Grade 10 Learner's Book
- Calculators
- Real-world scenarios
- Digital resources
- Models

- Class written tests - Projects - Portfolio