Question

In triangle PQR, ∠ Q = 90 degree, then which of the following is the largestside

Answer 1

Answer:

QR

Step-by-step explanation:

in right angled triangle

the largest side is opposite to the angle of 90⁰

Answer 2

Answer: PR ( opposite side of ∠Q)

Concept: This is the question from the 'Right-angled triangle'. In a Right angle triangle, anyone's angle must be 90°. In Trigonometry Right angle triangle has a very important role. If we talk about the properties of a right-angled triangle,

→ Anyone angle is 90°

→ The opposite side of the 90° angle is called the hypotenuse and it is always the greatest side of the Right-angled Triangle.

→ The other sides of the triangle are called the base and perpendicular.

Given:  ΔPQR, and ∠ Q=90°

To find: the large side of the triangle

Solution:

In ΔPQR, ∠Q=90°

According to the properties of the triangle,

The opposite side of the 90° angle is a large side, it is called Hypotenuse

In ΔPQR, the opposite side of ∠Q is PR

Hence PR is large side of triangle