Given the volume that the cube, which comes from the cube the the side (S³), us can get its scale factor or the proportion of its next by gaining the size of the side. Since our geometric figure is cube, therefore, every sides room equal and the length of each will certainly be the cube root of the volume.∛729 = 9∛6859 = 19The scale element is 9:19 Part 42) The surface area of the round is Part 43) The surface ar area the the ball is

Part 44) The scale element is Step-by-step explanation:

Part 42) What is the surface ar area of a ball with a circumference of 50 feet round the answer come the nearest 10th

step 1

Find the radius the the sphere

The one is same to we have assume substitute and also solve because that r  step 2

Find the surface area the the sphere

The surface ar area the the sphere is same to

substitute the value of r  round come the nearest 10th Part 43) The volume the a round is 2254 pi m^3. What is the surface of the sphere to the nearest 10th?

step 1

Find the radius the the sphere

The volume that the sphere is same to we have substitute and also solve for r Simplify  step 2

Find the surface ar area of the sphere

The surface ar area of the sphere is same to

substitute the value of r Part 44) What is the scale factor of a cube v a volume that 729 m^3 to a cube with a volume that 6859?

we understand that

If two numbers are similar, then the ratio of its quantities is same to the scale aspect elevated come the cube