find the ratio of area of square of side a and that of an equilateral triangle of side a
TARUN2693:
4:√3
Answers
Answered by
2
Hey Friend ☺
We know that
area of square = side^2
= a^2
Area of equilateral triangle = root3/4 × side^2
= root3/4 × a^2
Ratio = a^2/root3a^2/4
a^2 get cancelled
= 1/root3/4
= 4/root3
So the ratio is 4/root3
Hope it helps you ..!!
✌
We know that
area of square = side^2
= a^2
Area of equilateral triangle = root3/4 × side^2
= root3/4 × a^2
Ratio = a^2/root3a^2/4
a^2 get cancelled
= 1/root3/4
= 4/root3
So the ratio is 4/root3
Hope it helps you ..!!
✌
Answered by
1
Area of square = a^2
Area of equilateral ∆ = √3a^2/4
Ratio = a^2: √3a^2/4
= 1:√3/4
= 4:√3
Answer
Hope you got this
Area of equilateral ∆ = √3a^2/4
Ratio = a^2: √3a^2/4
= 1:√3/4
= 4:√3
Answer
Hope you got this
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