Question

The base of an isosceles triangle is 4 by 3 cm. The perimeter of that triangle is 4 12 by 15 CM. What is the length of area of the remaining equal sides

Answer 1

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According to question;

•Let the length of the remaining two sides 2x

now,

2x+4/3=412/15

=2x=412/15-4/3

=x= 412-20/15

=x= 196/15

Answer 2

${\huge{\underline{\underline{\mathcal {\red{♡Question♡}}}}}}$

The base of an isosceles triangle is 4 by 3 cm. The perimeter of that triangle is 4 12 by 15 CM. What is the length of area of the remaining equal sides

====================

${\huge{\underline{\underline{\mathcal {\red{♡Answer♡}}}}}}$

x= 196/15

${\huge{\underline{\underline{\mathcal {\red{♡Solution♡}}}}}}$

According to question,

Let the length of the remaining two sides 2x

now,

2x+4/3=412/15

→ 2x=412/15 - 4/3

→ x= 412 - 20/15

→ x= 196/15

→ x= 13.06

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