Bethelbenjamin1idn
Answered

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If a square pool is to be made a rectangle such that the length by 6 units and the width is decreased by 6 units, what will happen to its area?

Sagot :

Ljcagasidn
let x be the side of the square pool
the area of the square pool is x^2

the new side of the pool will be (x+6) and (x-6)
so when you solve for the area of the rectangular square using difference of two squares the answer will be (x^2-36)

so in conclusion the new area was decreased by 36 units

area of the square-------x^2
area of the rectangle---x^2-36