Solution Found!
The bottom of a cylindrical container has an area of 10
Chapter 2, Problem 2E(choose chapter or problem)
The bottom of a cylindrical container has an area of \(10\ \mathrm {cm^2}\). The container is filled to a height whose mean is 5 cm, and whose standard deviation is 0.1 cm. Let V denote the volume of fluid in the container.
a. Find \(\mu_{V}\).
b. Find \(\sigma_{V}\).
Equation Transcription:
Text Transcription:
10 cm2
mu_V
sigma_V
Questions & Answers
QUESTION:
The bottom of a cylindrical container has an area of \(10\ \mathrm {cm^2}\). The container is filled to a height whose mean is 5 cm, and whose standard deviation is 0.1 cm. Let V denote the volume of fluid in the container.
a. Find \(\mu_{V}\).
b. Find \(\sigma_{V}\).
Equation Transcription:
Text Transcription:
10 cm2
mu_V
sigma_V
ANSWER:
Answer
Step 1 of 3
Let S be the area of the cylindrical container is
S= 10 cm2
Let h is the height of the cylindrical container
The mean of the height of the cylindrical container is E(h)=5
The Standard deviation of the cylindrical container is =0.1
The volume of the cylindrical container is V=s