You are preparing your house for a party with your classmates and friends, and want to set up an impressive light display to entertain them. From your study of fluids, you have come up with the idea based on the water flowing from the tank in the figure. You set up the tank as shown in the figure, filled to a depth h = 1.26 m, and sitting on a stand of height = 0.300 m. You punch a hole in the tank at a height of y₁ = 0.109 m above the stand. (Ignore the thickness of the tank in your calculation.) You want to punch a second hole higher on the tank so that the streams of water from the two holes arrive at the same position on the table, in a catch basin at a distance d from the right edge of the stand. A pump will continuously carry water from the catch basin back up to the top of the tank to keep the water level fixed. Then, you will use laser pointers on the left side of the tank to light the two streams of water, which will capture the light (see the section on total internal reflection) and be lit up along their whole length. Your friends will be amazed! But first you need to determine (a) where on the table to place the catch basin and (b) where on the tank to punch the second hole. (a) Determine where on the table to place the catch basin. (Enter your answer in m. Round your answer to at least two decimal places.) d = m (b) Determine where on the tank to punch the second hole. (Enter your answer in m.) y =
You are preparing your house for a party with your classmates and friends, and want to set up an impressive light display to entertain them. From your study of fluids, you have come up with the idea based on the water flowing from the tank in the figure. You set up the tank as shown in the figure, filled to a depth h = 1.26 m, and sitting on a stand of height = 0.300 m. You punch a hole in the tank at a height of y₁ = 0.109 m above the stand. (Ignore the thickness of the tank in your calculation.) You want to punch a second hole higher on the tank so that the streams of water from the two holes arrive at the same position on the table, in a catch basin at a distance d from the right edge of the stand. A pump will continuously carry water from the catch basin back up to the top of the tank to keep the water level fixed. Then, you will use laser pointers on the left side of the tank to light the two streams of water, which will capture the light (see the section on total internal reflection) and be lit up along their whole length. Your friends will be amazed! But first you need to determine (a) where on the table to place the catch basin and (b) where on the tank to punch the second hole. (a) Determine where on the table to place the catch basin. (Enter your answer in m. Round your answer to at least two decimal places.) d = m (b) Determine where on the tank to punch the second hole. (Enter your answer in m.) y =
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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![You are preparing your house for a party with your classmates and friends and want to set up an impressive light display to entertain them. From your study of fluids, you have come up with the idea based on the water flowing from the tank in the figure. You set up the tank as shown in the figure, filled to a depth \( h = 1.26 \, \text{m} \), and sitting on a stand of height \( \ell = 0.300 \, \text{m} \). You punch a hole in the tank at a height of \( y_1 = 0.109 \, \text{m} \) above the stand. (Ignore the thickness of the tank in your calculation.) You want to punch a second hole higher on the tank so that the streams of water from the two holes arrive at the same position on the table, in a catch basin at a distance \( d \) from the right edge of the stand. A pump will continuously carry water from the catch basin back up to the top of the tank to keep the water level fixed. Then, you will use laser pointers on the left side of the tank to light the two streams of water, which will capture the light (see the section on total internal reflection) and be lit up along their whole length. Your friends will be amazed! But first, you need to determine (a) where on the table to place the catch basin and (b) where on the tank to punch the second hole.
Diagram Explanation:
- The diagram shows a tank on a stand.
- Water is flowing from two holes in the tank.
- The first hole is at a height of \( y_1 = 0.109 \, \text{m} \) from the top of the stand.
- The tank sits on a stand of height \( \ell = 0.300 \, \text{m} \).
- The stream from the first hole travels a horizontal distance to reach the table.
- The second hole needs to be punched higher to ensure its water stream reaches the same point on the table.
(a) Determine where on the table to place the catch basin. (Enter your answer in m. Round your answer to at least two decimal places.)
\[ d = \underline{\phantom{m}} \]
(b) Determine where on the tank to punch the second hole. (Enter your answer in m.)
\[ y = \](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb6f56c84-a296-4551-82db-ee0889f557bc%2Ff0f876e8-0ecd-47fa-a22e-3ad7c9bba9a3%2F73digv5_processed.png&w=3840&q=75)
Transcribed Image Text:You are preparing your house for a party with your classmates and friends and want to set up an impressive light display to entertain them. From your study of fluids, you have come up with the idea based on the water flowing from the tank in the figure. You set up the tank as shown in the figure, filled to a depth \( h = 1.26 \, \text{m} \), and sitting on a stand of height \( \ell = 0.300 \, \text{m} \). You punch a hole in the tank at a height of \( y_1 = 0.109 \, \text{m} \) above the stand. (Ignore the thickness of the tank in your calculation.) You want to punch a second hole higher on the tank so that the streams of water from the two holes arrive at the same position on the table, in a catch basin at a distance \( d \) from the right edge of the stand. A pump will continuously carry water from the catch basin back up to the top of the tank to keep the water level fixed. Then, you will use laser pointers on the left side of the tank to light the two streams of water, which will capture the light (see the section on total internal reflection) and be lit up along their whole length. Your friends will be amazed! But first, you need to determine (a) where on the table to place the catch basin and (b) where on the tank to punch the second hole.
Diagram Explanation:
- The diagram shows a tank on a stand.
- Water is flowing from two holes in the tank.
- The first hole is at a height of \( y_1 = 0.109 \, \text{m} \) from the top of the stand.
- The tank sits on a stand of height \( \ell = 0.300 \, \text{m} \).
- The stream from the first hole travels a horizontal distance to reach the table.
- The second hole needs to be punched higher to ensure its water stream reaches the same point on the table.
(a) Determine where on the table to place the catch basin. (Enter your answer in m. Round your answer to at least two decimal places.)
\[ d = \underline{\phantom{m}} \]
(b) Determine where on the tank to punch the second hole. (Enter your answer in m.)
\[ y = \
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