Question

The pipe is long ( ). Determine how long it will take fluid to run the length of the pipe through the center of the pipe. Round to decimal place.

A) Time
B) Distance
C) Radius
D) Velocity

Answer 1

To determine how long it will take for fluid to run the length of the pipe, you would need information on the fluid's velocity. The equation relating time, distance, and velocity is
`\( \text{Time} = \frac{\text{Distance}}{\text{Velocity}} \)`. The answer is not provided in the option.

Step-by-step explanation:

The information provided lacks specific details to calculate the time it takes for fluid to run the length of the pipe through the center. The time it takes for fluid to traverse a pipe depends on various factors, including the fluid's velocity, the length of the pipe, and the properties of the fluid itself.

The options presented—Time, Distance, Radius, and Velocity—suggest different parameters that are crucial for solving this problem. To determine the time it takes for fluid to travel through the pipe, you would need details on the fluid's velocity and the length of the pipe. The equation relating time, distance, and velocity is
`\( \text{Time} = \frac{\text{Distance}}{\text{Velocity}} \)`. Without specific values, it's challenging to provide a numerical answer or select the correct option.