The proof I am doing is #7 of the attached pdf.
For the following (formatting is off from the copy pasting so look at the pdf):
a2 × b = |a2| |b| sin f n = |a| sin q |b| n = |a| |b| sin q n = a × b
How do I go from |a2||b|sin(phi) n to |a| sin(theta)|b| n? It seems that there is an important reason for this step because I would of skipped directly to |a||b|sin(theta)n. Is there something I should not assume that I am assuming? Whether, it is okay for me to skip this step or not, what is going on in the step I would of skipped?
Any input would be appreciated.
Thanks in advance!
Oops! I attached it now. Also, I'm circling in red the step that confuses me.
Basically, I would of just skipped to the right side of the equal sign right after the red circling and the question is in the first post.