Homework Help is Here – Start Your Trial Now!
Science
Advanced Physics
4. When two vectors, A and B, are equal, they must have equal magnitudes, |A| = |B|, or A = B. However, if A + B = C + D, it is not generally true that A + B = C + D. Explain why not and draw a figure to illustrate this point. 1010

4. When two vectors, A and B, are equal, they must have equal magnitudes, |A| = |B|, or A = B. However, if A + B = C + D, it is not generally true that A + B = C + D. Explain why not and draw a figure to illustrate this point. 1010

icon
Related questions
Question

Hi, I need some assistance with this question

4. When two vectors, A and B, are equal, they must have equal magnitudes, |A| = |B, or A = B. However, if A + B = C + D, it is not generally true that A + B = C + D. Explain why not and draw a figure to illustrate this point. A-5 4589 1er
Transcribed Image Text:4. When two vectors, A and B, are equal, they must have equal magnitudes, |A| = |B, or A = B. However, if A + B = C + D, it is not generally true that A + B = C + D. Explain why not and draw a figure to illustrate this point. A-5 4589 1er
Expert Solution
trending now

Trending now

This is a popular solution!

steps

Step by step

Solved in 3 steps with 2 images

SEE SOLUTIONCheck out a sample Q&A here
Blurred answer