Learning Outcomes:

1. To understand the meaning of inferential statistics

2. To define the concept of a sample

3. To understand what a random experiment is

4. To define the sample space

5. To define the event in probability

6. To understand the concept of probability

7. To use probability for making predictions

Learning Outcomes:

1. Relation between areas of two parallelograms

2. Relation between area of a parallelogram and area of a rectangle

3. To calculate area of a parallelogram

4. Relations between a parallelogram and a triangle with common base and drawn between two parallel lines

5. To calculate the area of a triangle

Learning Outcomes:

1. To determine the relation between the areas of two triangles

2. To compare areas of triangles with equal heights or equal bases

3. To apply formulas for calculating the area of a triangle in various contexts

4. To solve problems involving proportional areas of triangles

Learning Outcomes:

1. To find the area of a rhombus

2. To find the area of a square in terms of its diagonal

3. To find the area of a trapezium

Learning Outcomes:

1. To define the concept of similarity

2. To identify similar polygons

3. To identify similar triangles

Learning Outcomes:

1. To understand the converse of Pythagoras' theorem

2. To use Pythagoras' theorem in solving problems

Learning Outcomes:

1. To find the projection of a point on a line

2. To find the projection of a line segment on a line

3. To find the projection of a ray on a line

4. To find the projection of a line on a line

Learning Outcomes:

1. To understand Euclidean Theorem

2. To solve applications using Euclidean Theorem

Learning Outcomes:

1. To determine the type of a triangle according to its angles