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Learn various theorems and questions of Areas of Parallelograms and Triangles free at teachoo. All questions have been solved with video of each and every exercise question and example.

Theorems 9.1, 9.2, 9.3 have also been explained with proofs and videos.

We have Studied formulas of Area of Parallelogram and Triangle before.

Area of Parallelogram = Base × Height

Area of Triangle = 1/2 × Base × Height

In this chapter, we use Theorems to provide Area of figures equal.

Let's see what we will learn in the chapter:

- If
**two figures are congruent**, then they have the**same area**. But**opposite may not be true.** - We can divide a figure into parts, Area of figure will be sum of the parts
- Figures with
**same base**, and between same parallel lines - Theorem 9.1 -
**Parallelogram with the same base**, and between the same parallel lines are equal in area - If
**triangle and parallelogram have the same base**, and are between same parallel lines. Then, Area of triangle is 1/2 of Area of parallelogram (Proof is in Example 2) - Theorem 9.2 - If
**two triangles have the same base**, and are between same parallel lines, their area will be equal - And
**converse of Theorem 9.2**, Theorem 9.3 - If two triangles have same base, and are equal in area. Then, they must lie between same parallels

- And
**median of a triangle**divides it into two triangles of equal areas (Proof is in Example 3)

Click on an exercise link below Serial Order wise to begin.

Or you can also click on a concept below Concept Wise to start doing the chapter from concepts. This is Teachoo's way of doing a chapter.

Each and every question is divided into concepts and ordered from easy to difficult.

Click on a link below to get started with the Chapter

What's in it?

Learn various theorems and questions of Areas of Parallelograms and Triangles free at teachoo. All questions have been solved with video of each and every exercise question and example.

Theorems 9.1, 9.2, 9.3 have also been explained with proofs and videos.

We have Studied formulas of Area of Parallelogram and Triangle before.

Area of Parallelogram = Base × Height

Area of Triangle = 1/2 × Base × Height

In this chapter, we use Theorems to provide Area of figures equal.

Let's see what we will learn in the chapter:

- If
**two figures are congruent**, then they have the**same area**. But**opposite may not be true.** - We can divide a figure into parts, Area of figure will be sum of the parts
- Figures with
**same base**, and between same parallel lines - Theorem 9.1 -
**Parallelogram with the same base**, and between the same parallel lines are equal in area - If
**triangle and parallelogram have the same base**, and are between same parallel lines. Then, Area of triangle is 1/2 of Area of parallelogram (Proof is in Example 2) - Theorem 9.2 - If
**two triangles have the same base**, and are between same parallel lines, their area will be equal - And
**converse of Theorem 9.2**, Theorem 9.3 - If two triangles have same base, and are equal in area. Then, they must lie between same parallels

- And
**median of a triangle**divides it into two triangles of equal areas (Proof is in Example 3)

Click on an exercise link below Serial Order wise to begin.

Or you can also click on a concept below Concept Wise to start doing the chapter from concepts. This is Teachoo's way of doing a chapter.

Each and every question is divided into concepts and ordered from easy to difficult.

Click on a link below to get started with the Chapter