Question

find the ratio of the area of two squares of sides 4cm and 8cm

Answer 1

Answer:

the ratio is 1:4

Step-by-step explanation:

i hope it helps you....

Answer 2

☆Answer☆

Given :-

First square side = 4 cm

Second square side = 6 cm

Frist square :-

= 4(4cm )

=16cm.

Second Square :-

Perimeter of the Square = 4×(side)

=4 ×( 8 cm)

= 32cm

So, The ratio of the Perimeter = 16:32

$\frac{16}{32}$

= 1:2

Now , To find The area of Squares

Frist Square Area :-

Area of square = Side×side

$= > \: side {}^{2}$

= 4(4)

= 16 cm².

Second Square Area :-

By using the Same formula of Area of square

= 8(8)

= 64 cm².

The ratio of the Area

= 16/64

= 1:4

☆Brainly Extra Knowledge ☆

Important Formulae for solving this Type of Questions

☆ . Perimeter of the Square = 4×(side)

☆ Area of Square = Side ×Side

$= > \: side \:{}^{2}$