It looks like you've provided a vector, \(\mathbf{V_1} = -60\mathbf{i} + 3\mathbf{j}\). Do you have a specific question related to this vector, such as finding if it's parallel or orthogonal to another vector, or perhaps you need to calculate its magnitude or direction?

Here are some possible actions we could take with \(\mathbf{V_1}\):

1. **Find the magnitude** of \(\mathbf{V_1}\).
2. **Determine its direction** by calculating the angle it makes with the positive x-axis.
3. **Check if \(\mathbf{V_1}\) is parallel** or orthogonal to another vector.
4. **Find the unit vector** in the direction of \(\mathbf{V_1}\).
5. **Add or subtract \(\mathbf{V_1}\)** with another vector to find the resultant vector.

Let me know what you'd like to do with \(\mathbf{V_1}\)!

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**Tip:** When working with vectors, always ensure to clearly identify the components in the \( \mathbf{i} \) and \( \mathbf{j} \) directions to avoid confusion.

Explore vector V1 = -60i + 3j with detailed explanations on operations like finding magnitude, direction, parallelism, and unit vectors. This problem involves key concepts in vector algebra and is suitable for students in Grades 10-12.

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