a pyramid has a volume of 128in cubed. The height is 6in. What is the length of each side of the base?

a pyramid has a volume of 128in cubed. The height is 6in. What is the length of each side of the base?

Cube A has a surface area of 150 cm2 Cube B has sides half the length of Cube A What at is the volume of Cube B?

combines calculus volume using integrals and physics center of mass

this is a really important question i cant understand plzzz help

what is the surface area of steel required* I ran out of room.

Please help solve

The answer is 368.76 cm how can I get this answer

If you dissolve 300 g of salt in 10 litres of water, what is the density of that solution of salty water? In this particular example, assume that the total volume doesn’t change when salt is added...

A spoon used to measuring in cookery consists of a hemispheral bowl and a handle. The internal volume of the hemispheral bowl is 20cm3. The handle of the length is 5cm

I made a large ice cream cone of a composite shape of a cone and hemisphere. If the height of the cone is 10, and the diameter of both the cone and the hemisphere is 6. What is the volume...

Find the length & width of a swimming pool if its height is (y - 1) meters and the volume, V cubic meters is given by the expression V = y3 - y

A sports ball has a diameter of 10 cm. Find the volume of the ball. Round your answer to 2 decimal places, and use 3.14 as an approximation of π Volume = cm^3

If 10 drops of 0.5 mol L-1 Na3PO4(aq) had been added to the sample containing excess 0.25 mol L-1 Ca(NO3)2(aq), what mass of precipitate would you expect to produce? You may assume one drop is equal...

In the equation for the volume of a pyramid, it is (L*W*H)/3. For the height, do you use slant height or the height.

Calculate volume of a come with a base of 7 inches and a height of 10 inches

Round to nearest cube centimetre.

Having difficulty with this question on how to comvert from litres to cm and how to find the length of each side of the cube into cm.

drug dose calculations

Cylinder A is twice the height of cylinder B. Cylinder B is twice the diameter of cylinder A. What is the ratio of cylinder A to B?

There were two tanks, tank A and tank B. Tank A measured 12 inches by 10 inches, by 20 inches. It was 2/3 filled with water. Half of the water was poured into tank B, which was already 1/5 filled...