In this problem you will be given pictures of two vectors, r and F. Based on these two vectors you should determine the direction of the torque, T = r x F. Possible answers include left, right, up, doWn, in, out.

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Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
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In this problem, you will be given pictures of two vectors, **r** and **F**. Based on these two vectors, you should determine the direction of the torque, **τ = r × F**. Possible answers include *left, right, up, down, in, out*.

### Diagram 1:
- **Vector r:** A green arrow pointing to the right.
- **Vector F:** A blue arrow pointing upwards.

**Question:** What is the direction of the torque vector?

- **Answer Box:** [Submit Answer] Tries 0/2

### Diagram 2:
- **Vector r:** A green arrow pointing to the right.
- **Vector F:** A blue arrow pointing upwards.

**Question:** What is the direction of the torque vector?

- **Answer Box:** [Submit Answer] Tries 0/2

### Diagram 3:
- **Vector r:** A green arrow pointing downwards.
- **Vector F:** A blue arrow pointing to the left.

**Question:** What is the direction of the torque vector?

- **Answer Box:** [Submit Answer] Tries 0/2
Transcribed Image Text:In this problem, you will be given pictures of two vectors, **r** and **F**. Based on these two vectors, you should determine the direction of the torque, **τ = r × F**. Possible answers include *left, right, up, down, in, out*. ### Diagram 1: - **Vector r:** A green arrow pointing to the right. - **Vector F:** A blue arrow pointing upwards. **Question:** What is the direction of the torque vector? - **Answer Box:** [Submit Answer] Tries 0/2 ### Diagram 2: - **Vector r:** A green arrow pointing to the right. - **Vector F:** A blue arrow pointing upwards. **Question:** What is the direction of the torque vector? - **Answer Box:** [Submit Answer] Tries 0/2 ### Diagram 3: - **Vector r:** A green arrow pointing downwards. - **Vector F:** A blue arrow pointing to the left. **Question:** What is the direction of the torque vector? - **Answer Box:** [Submit Answer] Tries 0/2
The image contains two diagrams related to torque vectors, each accompanied by a question asking for the direction of the torque vector. Here is a detailed transcription suitable for an educational website:

---

**Torque Vector Direction Analysis**

**Diagram 1:**
- **Vectors:**
  - **Force Vector (\(\vec{F}\)):** Displayed in blue, pointing horizontally to the right.
  - **Position Vector (\(\vec{r}\)):** Displayed in green, pointing vertically upward.

**Question:**
- *What is the direction of the torque vector?*
- **Input Field:** Provided for the user to submit an answer.
- **Attempts:** Users have 0 out of 2 tries initially.

**Diagram 2:**
- **Vectors:**
  - **Force Vector (\(\vec{F}\)):** Displayed in blue, pointing vertically upward.
  - **Position Vector (\(\vec{r}\)):** Displayed in green, pointing vertically downward.

**Question:**
- *What is the direction of the torque vector?*
- **Input Field:** Provided for the user to submit an answer.

---

The task is to determine the direction of the torque vector, which can be found using the right-hand rule for the cross product \(\vec{\tau} = \vec{r} \times \vec{F}\).
Transcribed Image Text:The image contains two diagrams related to torque vectors, each accompanied by a question asking for the direction of the torque vector. Here is a detailed transcription suitable for an educational website: --- **Torque Vector Direction Analysis** **Diagram 1:** - **Vectors:** - **Force Vector (\(\vec{F}\)):** Displayed in blue, pointing horizontally to the right. - **Position Vector (\(\vec{r}\)):** Displayed in green, pointing vertically upward. **Question:** - *What is the direction of the torque vector?* - **Input Field:** Provided for the user to submit an answer. - **Attempts:** Users have 0 out of 2 tries initially. **Diagram 2:** - **Vectors:** - **Force Vector (\(\vec{F}\)):** Displayed in blue, pointing vertically upward. - **Position Vector (\(\vec{r}\)):** Displayed in green, pointing vertically downward. **Question:** - *What is the direction of the torque vector?* - **Input Field:** Provided for the user to submit an answer. --- The task is to determine the direction of the torque vector, which can be found using the right-hand rule for the cross product \(\vec{\tau} = \vec{r} \times \vec{F}\).
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