Question

*If triangle ABC ~ triangle PQR and AB:PQ =3/7 then ………………..*

1️⃣ Triangle ABC is bigger.
2️⃣ Triangle PQR is bigger.
3️⃣ Both triangles will be equal.
4️⃣ Can not be decided.​

Answer 1

Step-by-step explanation:

IF Triangle ABC IS SIMILAR TO TRIANGLE PQR

let

sides of both these triangles be

a, b, c and p, q, r. respectively.

$\frac{a}{p} = \frac{b}{q} = \frac{c}{r} = \frac{3}{7}$

clearly denominator is greater than Numerator.

hence Triangle PQR is bigger than triangle ABC

Answer 2

IF Triangle ABC IS SIMILAR TO TRIANGLE PQR

let

sides of both these triangles be

a, b, c and p, q, r. respectively.

\frac{a}{p} = \frac{b}{q} = \frac{c}{r} = \frac{3}{7}

p

a

=

q

b

=

r

c

=

7

3

clearly denominator is greater than Numerator.

hence Triangle PQR is bigger than triangle ABC