Question

The perimeter of an isosceles triangle is 24cm the unequal is twice as long as the equal sides How long is the equal side

Answer 1

Answer:

Therefore, as per the given conditions,

Length of the congruent sides =2x−13 cm

Given, the perimeter of an isosceles triangle =24 cm.

Therefore, x+2x−13+2x−13=24

⇒5x−26=24

⇒5x=24+26

∴x=10

Base of a triangle =10 cm

Congruent sides =2x−13

=2×10−13=20−13=7 cm

Therefore, the length of sides are 7 cm,7 cm and 10 cm.

Answer 2

Answer:

let's assume the equal side of the isosceles triangle is S cm

2×s=2s the unequal side is twice as long as the equal sides

s+s+2s=24

4s=24

s=6

hence, 6 cm is write answer✅