the area of two square fields are respectively 256 and 625 square meter. find the ratio of their sides
Answers
Answered by
31
area of 1st square field = 625m^2
side × side= 625m^2
s^2= 625m^2
side = underroot 625
side = 25m
area of square field = 256m^2
s^2= 256m^2
side= underroot 256
side = 16m
according to question
ratio of sides are
25m/16m
25/16
answer 25:16
side × side= 625m^2
s^2= 625m^2
side = underroot 625
side = 25m
area of square field = 256m^2
s^2= 256m^2
side= underroot 256
side = 16m
according to question
ratio of sides are
25m/16m
25/16
answer 25:16
Answered by
13
hey dear
here is your answer
Solution
===================================
given
Area of two square fields are respectively 256 and 625 sq m
to find the ratio of two sides = ?
as we know that area of square = ( a ) ^2
so,
a s the side length of square
( a) ^2. = 256
a. = √ 256
a = 16 m
then as the same way
625 take as larger square
so ,
( a) ^2. = 625
a is the length of square
( a )^2 = 625
a. = √625
a = 25 m
====================================
hence the ratio of their square is 16 / 25
in ratio form = 16 :25
================================
hope it helps
thank you
here is your answer
Solution
===================================
given
Area of two square fields are respectively 256 and 625 sq m
to find the ratio of two sides = ?
as we know that area of square = ( a ) ^2
so,
a s the side length of square
( a) ^2. = 256
a. = √ 256
a = 16 m
then as the same way
625 take as larger square
so ,
( a) ^2. = 625
a is the length of square
( a )^2 = 625
a. = √625
a = 25 m
====================================
hence the ratio of their square is 16 / 25
in ratio form = 16 :25
================================
hope it helps
thank you
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