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Problem 2: Consider the following vectors: A = 1.1i + 1.2j + 1.1k B = -8.2i + 7.9j + 7.3k 25% Part (a) What is the x-component of the vector V = 3(A × 2B)? Vx = This is a cross-product, so the answer will be a vector. In this part, we just want the x-component of the vector. Keep in mind that scalars like "2" and "3" distribute through the cross product. -Notice that only the y and z components of a and b participate in this cross-product. 25% Part (b) What is the y-component of the vector V = 3(A × 2B)? 25% Part (c) What is the z-component of the vector V = 3(A × 2B)? 25% Part (d) What is the magnitude of the vector V?

          Problem 2: Consider the following vectors:
A = 1.1i + 1.2j + 1.1k
B = -8.2i + 7.9j + 7.3k

25% Part (a) What is the x-component of the vector V = 3(A × 2B)?
Vx =

This is a cross-product, so the answer will be a vector. In this part, we just want the x-component of the vector. Keep in mind that scalars like "2" and "3" distribute through the cross product.
-Notice that only the y and z components of a and b participate in this cross-product.

25% Part (b) What is the y-component of the vector V = 3(A × 2B)?
25% Part (c) What is the z-component of the vector V = 3(A × 2B)?
25% Part (d) What is the magnitude of the vector V?

Problem 2: Consider the following vectors:
A = 1.1i + 1.2j + 1.1k
B = -8.2i + 7.9j + 7.3k

25% Part (a) What is the x-component of the vector V = 3(A × 2B)?
Vx =

This is a cross-product, so the answer will be a vector. In this part, we just want the x-component of the vector. Keep in mind that scalars like "2" and "3" distribute through the cross product.
-Notice that only the y and z components of a and b participate in this cross-product.

25% Part (b) What is the y-component of the vector V = 3(A × 2B)?
25% Part (c) What is the z-component of the vector V = 3(A × 2B)?
25% Part (d) What is the magnitude of the vector V?

Added by Shaun S.

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