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### CAPACITY MEASURE LESSON PLAN AND LESSON NOTE FOR BOTH PRIMARY AND SECONDARY SCHOOLS

Subject: MATHEMATICS                        Topic: CAPACITY  MEASUREMENT                      Monday   Define capacity measure Convert units of capacity measures Resources  Inside out  Learn   mathematics Book 6, pages   47 containers, buckets, Gallon, bottles.     INTRODUCTION TO CAPACITY MEASURES  The quantity of liquid a container can hold is known as capacity of the container. For example the amount of water a keg or gallon can hold is the capacity of the keg.  CONVERSION OF UNITS OF CAPACITY There are various units for measuring the capacity or volume of liquid. The basic ones are the liters (l) and the Milliliter (ml).  Great capacities are measured in liters while small capacities are measure in cubic centimeter (cm³) or milliliters TABLE OF CAPACITY MEASURES 10 milliliters (ml) = 1 centiliter (cl)  10 cl = 1 deciliter (dl)  10 dl = 1 liter (l)  1000 ml = 1 liter 100 cl = 1 liter 1000 l = 1 kiloliter (kl)  STARTER Beg

### 3 DIMENSIONAL PLANE SHAPES LESSON PLAN AND NOTE FOR PRIMARY AND SECONDARY SCHOOL

DEFINITION  3 Dimensional shapes are shapes which have 3 dimensions i.e length, breadth, height.  Examples are cuboid, cube, sphere, cylinder, pyramid, cone and prism.  Properties of The Cuboid  1. It is a solid which has rectangles for all its faces.  2. It has 6 rectangular shaped faces.  3. It has 12 edges or lines 4. It has 8 corners or vertices.  Properties of The Cube 1. All it faces are square shapes 2. The cube has 6 squared face.  3. It has 12 straight edges equal in length.  4. It has 8 corners.  Properties of The Cylinder A cylinder is a shape with 2 circular ends and a long curved side.  1. It has 3 faces, 2 circular and 1 curved.  2. It has no vertices or corners 3. It is made of one rectangle and 2 circles.  Properties of The Sphere A sphere is a perfectly round shapes like ball, earth, tennis ball and basketball.  1. The sphere has one circular face.  2. It has no corner or vertex.    Properties of The Cone The

### AREA AND PERIMETER OF PLANE SHAPES LESSON NOTE AND LESSON PLAN FOR PRIMARY, SECONDARY AND HIGH INSTITUTIONS

W.A.L.A: AREA AND PERIMETER OF PLANE SHAPES  Monday    Area  of rectangles and squares Resources  Content  The area of any given shape is the measure of the extent of a surface. Area is measured in square units. The perimeter of any given shape is the sum of the distance of all the lengths of the sides of that shape. Examples:  Find the area of a rectangle whose length is 6cm and width 4cm. A rectangle is 10m long and 7m wide. What is the area? Solution  Area = L X B         = 6cm X 4cm          = 24 cm² Area = L X B          = 10 m X 7 m          = 70 m² Area of Square  Area of square = L²  or S². where L= length and S = sides Examples: Calculate the area of these squares with the following sides.  7 cm   9 m Solution  Area = L²           = 7cm X 7cm           = 49cm² Area = S²              = 9m  X 9m                      = 81m² Pupils should be Able to ; Find the area rectangles and squares