Answer: π(10^2)(10) − 1/3π(10^2)(10)
Step-by-step explanation:
Container A is a cylinder so the equation is π(r^2)(h)
Container B is a right cone so that equation is 1/3π(r^2)(h)
You would plug in the numbers and then subtract A from B
The formula to find volume of cylinder of container A is πr²h - 1/3π²h.
Thus Option (c) is correct
The volume of cylinder is "the density of the cylinder which signifies the amount of material the cylinder can carry".
According to the question,
Container A is "cylinder with a cylinder of radius of 10 units and has height is 10 units. Container B is cylinder with a cylinder of radius of 10 units and has height is 10 units. A right cone has base and has a height 10 units.
In order to find volume of container A only if subtract volume of cone from volume of cylinder
Formula for volume of cylinder = πr²h
Formula for volume of cone = 1/3π²h
Formula for volume of container A = πr²h - 1/3π²h
Hence, the formula to find volume of cylinder of container A is πr²h - 1/3π²h. Thus, Option (c) is correct
Learn more about the volume of cylinder here
https://brainly.com/question/21324189
#SPJ2
