Which Indian cricketer is known as "Brown Bradman"?

Which of the countries has had a prime minister whose name featured the name of his country?

Which of the gulf city was a dependency of Bombay Presidency under British rule for almost a century?

Which of the following Pair are not parent and child who have both won the Nobel prize?

Which of these scientist was inspired to make its famous discovery in a sea voyage in 1921?

Which singer was originally named Eileen Angelina Yeoward?

Which is the only talkie film directed by Dada Saheb Phalke?

Which Shakespeare play was translated by the Bhartendu Harishchandra with the title Durlabh Bandhu, published in 1880?

Which company started by Europeans in Calcutta in 1818 was the first modern life insurance company established in India?

Tea or coffe why

A square and an equilateral triangle have the same perimeter. If the area of the triangle is 16√3 , what is the area of the square?

Let the side of Equilateral triangle be t And of square be s By first condition 4*s = 3*t Area of equilateral triangle = √3/4 * (side^2) = √3/4 * (t^2) 16√3/4 = √3/4 * (t^2) So t^2 = 16*4 t = 8 Now 4*s = 3*8 s = 6 So area of square = side^2 = 6^2 = 36

Let x as side of triangle, y as side of square. hence 3x = 4y area of triangle = 1/2 bh, b = x , h = √3 x /2 hence √3x^2 / 4 = 16√3 x = 8 3x = 24 = 4y y = 6 area of square = y^2 = 36.............

let side of the triangle be b then area of the triangle is 0.5*b*0.5*b*sqrt(3) given area of the triangle is 16*sqrt(3) from the above two b=8 therefore side of the square is 6 and area 36

Suppose you have perimeter as 12x then each side of triangle would be 3x and for square it would be 4x.

now (√3/4)*(4x)^2 = 16√3 or (4x)^2 = 64 = 8^2 or x = 2

area of the square is (3x)^2 or 36

Let the side of the equilateral be s, then area of the equilateral ▲= (√3s²)/4 = 16√3 => s² = 64 → s = 8

Perimeter of the equilateral ▲= 3s = 24

Perimeter of the square = 4a = 24, hence a= 6.

Area of the square a² = 6² = 36

a=square side b=triangle side 4a=3b Triangle area=1/2(b.b.cos30)=16√3 we find b=8 4a=3b 4a=3x8=24 a=6 Square area=a.a=6x6=36

The area of square would be 32.

A triangle, a square, a pentagon, a hexagon, an octagon and a circle all have an equal perimeter, which one has the smallest area?

ABCD is a square and point P inside the square is such that PCD is an equilateral triangle. Find the angle α

What is the product of the area of square, equilateral triangle and the rectangle (where radius of the circle is 1 unit)?

In a circle of radius 1, an equilateral triangle is inscribed in the circle as shown. What is the area of the blue region?