A milk truck has a diameter of 10 and feet and a height of 50 feet. How much milk can the truck hold?

The mentioned milk truck can hold:

3927 ft^3 of milk.

Step-by-step explanation:

As you can see, the question is asking about the volume of the milk truck, to obtain the volume of a cylinder, first we must to find the area of the surface side, in this case is a circle, to find the area of a circle when we have the diameter is:

Area of a circle =

Where D is the diameter given (10 feet), now we replace and operate:

Area of a circle = Area of a circle = Area of a circle = Area of a circle = 78.54 ft^2 approximately

Now, with the data of the area, we can calculate the volume with the formula below:

Volume of a cylinder = Area of the circle * heightVolume of a cylinder = 78.54 ft^2 * 50 ftVolume of a cylinder = 3927 ft^3

With the calculations, we can see the milk truck can hold 3927 cubic feet of milk with those dimensions.

The answer is B

Step-by-step explanation:

Ed2020