What is the area of a square if the diagonals measure 8 units?

Answer 1

If s is the length of a side than, by Pythagoras, s2 + s2 = 82

So s2 = 82/2 = 32 square units.

s2 is the area of the square so the answer is 32 sq units.

If s is the length of a side than, by Pythagoras, s2 + s2 = 82

So s2 = 82/2 = 32 square units.

s2 is the area of the square so the answer is 32 sq units.

If s is the length of a side than, by Pythagoras, s2 + s2 = 82

So s2 = 82/2 = 32 square units.

s2 is the area of the square so the answer is 32 sq units.

If s is the length of a side than, by Pythagoras, s2 + s2 = 82

So s2 = 82/2 = 32 square units.

s2 is the area of the square so the answer is 32 sq units.

Answer 2

If s is the length of a side than, by Pythagoras, s2 + s2 = 82

So s2 = 82/2 = 32 square units.

s2 is the area of the square so the answer is 32 sq units.