I Review | Constants A 1.32 kg piece of cheese is placed on a vertical spring of negligible mass and force constant k = 1800 N/m that is compressed 19.0 cm. Part A When the spring is released, how high does the cheese rise from this initial position? (The cheese and the spring are not attached.) Express your answer in meters. ? Y2 = m Submit Request Answer

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**Physics Problem: Compression of a Spring**

**Background:**
A piece of cheese with a mass of 1.32 kg is placed on a vertical spring that has a negligible mass. The spring has a force constant \( k = 1800 \, \text{N/m} \) and is initially compressed by 19.0 cm.

**Problem:**
When the spring is released, calculate how high the cheese rises from this initial position. Note that the cheese and the spring are not attached.

**Instructions:**
Express your answer in meters.

**Answer Box:**
\( y_2 = \) [Input field] m

**Submission:**
- Press "Submit" after entering your answer.
- You can use the "Request Answer" option for assistance.

**Feedback:**
You can provide feedback on the question.

**Navigation:**
Use the "Next" button to proceed.
Transcribed Image Text:**Physics Problem: Compression of a Spring** **Background:** A piece of cheese with a mass of 1.32 kg is placed on a vertical spring that has a negligible mass. The spring has a force constant \( k = 1800 \, \text{N/m} \) and is initially compressed by 19.0 cm. **Problem:** When the spring is released, calculate how high the cheese rises from this initial position. Note that the cheese and the spring are not attached. **Instructions:** Express your answer in meters. **Answer Box:** \( y_2 = \) [Input field] m **Submission:** - Press "Submit" after entering your answer. - You can use the "Request Answer" option for assistance. **Feedback:** You can provide feedback on the question. **Navigation:** Use the "Next" button to proceed.
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