Question

If latrel surface area of cube is increased by 44 percent . find the percentage change in the volume of the cube​

Answer 1

Answer ❤️

Surface area of sphere is = 4 *pi* r* r

Surface area of sphere is = 4 *pi* r* rafter increasing surface area by 44 % new surface area = 1.44 * 4 pi* r* r

Surface area of sphere is = 4 *pi* r* rafter increasing surface area by 44 % new surface area = 1.44 * 4 pi* r* r4 * pi *R*R = 1.44 *pi *r*r

Surface area of sphere is = 4 *pi* r* rafter increasing surface area by 44 % new surface area = 1.44 * 4 pi* r* r4 * pi *R*R = 1.44 *pi *r*rR = 1.2 * r

Surface area of sphere is = 4 *pi* r* rafter increasing surface area by 44 % new surface area = 1.44 * 4 pi* r* r4 * pi *R*R = 1.44 *pi *r*rR = 1.2 * rD = 1.2 * d

Surface area of sphere is = 4 *pi* r* rafter increasing surface area by 44 % new surface area = 1.44 * 4 pi* r* r4 * pi *R*R = 1.44 *pi *r*rR = 1.2 * rD = 1.2 * d% change in diameter is = (1.2 - 1)* 100 / 1

Surface area of sphere is = 4 *pi* r* rafter increasing surface area by 44 % new surface area = 1.44 * 4 pi* r* r4 * pi *R*R = 1.44 *pi *r*rR = 1.2 * rD = 1.2 * d% change in diameter is = (1.2 - 1)* 100 / 1change in diameter is 20 %

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