Find the component and/or resultant vectors.
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![**Finding Resultant and Component Vectors**
**Vectors Given:**
1. **First Diagram:**
- Magnitude of the vector: 85 m/s
- Horizontal component (\(V_x\)): Unknown
- Angle (\(\theta\)) from the horizontal: Unknown
- Vertical component: 62 m/s
2. **Second Diagram:**
- Vertical component of the vector: 11.1 m/s
- Horizontal component: 23.7 m/s
- Vector magnitude (\(V\)): Unknown
- Angle (\(\theta\)) from the horizontal: Unknown
**Tasks:**
- For the first vector in the diagram:
1. Calculate (\(V_x\))
2. Determine the angle (\(\theta\))
- For the second vector in the diagram:
1. Calculate the magnitude (\(V\))
2. Determine the angle (\(\theta\))](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8ea8be2a-b1da-472d-bbc4-91d8ae774356%2Fa5f4506b-7965-43bd-8a1d-10276497e687%2Fh6fdakf_processed.jpeg&w=3840&q=75)
Transcribed Image Text:**Finding Resultant and Component Vectors**
**Vectors Given:**
1. **First Diagram:**
- Magnitude of the vector: 85 m/s
- Horizontal component (\(V_x\)): Unknown
- Angle (\(\theta\)) from the horizontal: Unknown
- Vertical component: 62 m/s
2. **Second Diagram:**
- Vertical component of the vector: 11.1 m/s
- Horizontal component: 23.7 m/s
- Vector magnitude (\(V\)): Unknown
- Angle (\(\theta\)) from the horizontal: Unknown
**Tasks:**
- For the first vector in the diagram:
1. Calculate (\(V_x\))
2. Determine the angle (\(\theta\))
- For the second vector in the diagram:
1. Calculate the magnitude (\(V\))
2. Determine the angle (\(\theta\))
Expert Solution
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Step 1
The problem can be done by Pythagoras theorem and trigonometric ratio.
Step by step
Solved in 2 steps with 1 images
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