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9. Relation Between the Two Sides of a Triangle and Their Opposite Ang
Home · Class 8 · Maths · Ref. Book · 9. Relation Between the Two Sides of a Triangle and Their Opposite Ang
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Q1 B of 13 Page 96

Let’s see the isosceles triangles given below and without measuring let’s write which two sides are equal in length in each triangle.


It is given that ∆PQR is isosceles and

∠P=45°


∠R=45°


∴ ∠P=∠R


We know angles opposite to the equal sides are equal.


So, QP=QR


More from this chapter

All 13 →
1 A

Let’s see the isosceles triangles given below and without measuring let’s write which two sides are equal in length in each triangle.


1 C

Let’s see the isosceles triangles given below and without measuring let’s write which two sides are equal in length in each triangle.


2 A

let’s see the isosceles triangles below and without measuring let’s write which angles are equal in measurement in each triangle.


2 B

let’s see the isosceles triangles below and without measuring let’s write which angles are equal in measurement in each triangle.


Questions · 13
9. Relation Between the Two Sides of a Triangle and Their Opposite Ang
1 A 1 B 1 C 2 A 2 B 3 4 5 6 7 8 9 10
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