Given C - A - B and D - B - A- What is the angle between C and D -A- zeroB- 60-C- 90-D- 180-

Since A⃗×B⃗ = –B⃗×A⃗, C⃗ = –D⃗, i.e. vectors C⃗ and D⃗ are in opposite directions. Hence the correct choice is (d). ...

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Cross Product

Given C = A ×...

Question

Given $\to C = \to A \times \to B$ and $\to D = \to B \times \to A$ , What is the angle between $\to C a n d \to D$ ?

zero

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Solution

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\to C = \to A \times \to B

\to D = \to B \times \to A

\to C

\to D

\to A \times \to B = \frac{1}{2}

∠

∠

\to A + \to B = \to C

| \to A | = 4, | \to B | = 5

| \to C | = \sqrt{61}

\to A

\to B

\to A \times \to B

\to B \times \to A

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