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Question Number 179440 by mr W last updated on 29/Oct/22

Commented by mr W last updated on 29/Oct/22

find the largest equilateral triangle  which can be placed inside a square  with side length 1.

findthelargestequilateraltrianglewhichcanbeplacedinsideasquarewithsidelength1.

Commented by Beginner last updated on 29/Oct/22

Approx 1.0353

Approx1.0353

Commented by nikif99 last updated on 29/Oct/22

x^2 =a^2 +1^2 =b^2 +1^2  ⇒a=b ⇒ϑ=15° ⇒  a=(tan 15)/1=2−(√3)  x=(√((2−(√3))^2 +1))=2(√(2−(√3)))=1.0353 approx.

x2=a2+12=b2+12a=bϑ=15°a=(tan15)/1=23x=(23)2+1=223=1.0353approx.

Commented by nikif99 last updated on 29/Oct/22

Commented by mr W last updated on 29/Oct/22

thanks sirs!

thankssirs!

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