The balloon has a mass of 15 g (empty) and it is filled with air having a temperature of 20 °C having the density of 1.202 kg/m³. If it is released, it begins to accelerate upward at 8 m/s². (Figure 1) Figure 5 mm 8 m/s² < 1 of 1 > Part A Determine the initial mass flow of air from the stem. Assume the balloon is a sphere having a radius of 200 mm. Express your answer using three significant figures. m = Submit VAZQ 1 vec S → Previous Answers Request Answer X Incorrect; Try Again; 4 attempts remaining Provide Feedback ? g/s

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**Educational Content: Calculating Initial Mass Flow of Air in a Balloon**

### Problem Statement:
The balloon has a mass of 15 grams (empty) and is filled with air at a temperature of 20°C, with a density of 1.202 kg/m³. When released, the balloon accelerates upward at 8 m/s².

### Objective:
Determine the initial mass flow of air from the stem. Assume the balloon is a sphere with a radius of 200 mm. Express the answer using three significant figures.

### Diagram Explanation:
The image depicts a spherical balloon with an upward acceleration of 8 m/s². The radius of the sphere is given as 200 mm. The stem through which the air flows out has a diameter of 5 mm.

### Task:
- Use the given physical properties and conditions to calculate the initial mass flow rate of air.
- Ensure the calculations are precise, providing the answer in grams per second (g/s).

### Calculation Space:
A formula box is provided to input the calculated answer, alongside a submission button. Four attempts are available to input the correct values.

### Feedback:
It is possible to review previous answers or request help if needed. Any incorrect answer will be marked, and attempts will be deducted.

### Instructions:
Think critically about the forces involved, apply relevant physics equations, and remember to convert units when necessary to obtain the correct mass flow rate.
Transcribed Image Text:**Educational Content: Calculating Initial Mass Flow of Air in a Balloon** ### Problem Statement: The balloon has a mass of 15 grams (empty) and is filled with air at a temperature of 20°C, with a density of 1.202 kg/m³. When released, the balloon accelerates upward at 8 m/s². ### Objective: Determine the initial mass flow of air from the stem. Assume the balloon is a sphere with a radius of 200 mm. Express the answer using three significant figures. ### Diagram Explanation: The image depicts a spherical balloon with an upward acceleration of 8 m/s². The radius of the sphere is given as 200 mm. The stem through which the air flows out has a diameter of 5 mm. ### Task: - Use the given physical properties and conditions to calculate the initial mass flow rate of air. - Ensure the calculations are precise, providing the answer in grams per second (g/s). ### Calculation Space: A formula box is provided to input the calculated answer, alongside a submission button. Four attempts are available to input the correct values. ### Feedback: It is possible to review previous answers or request help if needed. Any incorrect answer will be marked, and attempts will be deducted. ### Instructions: Think critically about the forces involved, apply relevant physics equations, and remember to convert units when necessary to obtain the correct mass flow rate.
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