Question

1. Determine the ratio of areas of a square and an equilateral triangle both having equal sides.
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Answer 1

SΔS□=4√39. Explanation: Considering their equal perimeter, a side of an equilateral triangle t equals to 43 of a side .........

Answer 2

Answer:

ratio = 4/√3

Step-by-step explanation:

let that side be a

area of square = a^2

area of equilateral triangle = √3a^2 /4

ratio = a^2 * 4 / √3 a^2

ratio = 4/√3

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