Question

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Answer 1

Well, for his question we need to use imaginary numbers, for this particular question I believe that we would use the numbers eleventyseven, seventythirteen, and four. We then begin to cross multiply all the numbers and multiply them by six, then complete the process by doing a back flip while wistling dixie

Answer 2

If someone would have waited til I put up the picture you wouldn't have to try and sound cool by being a smart***

Answer 3

Complete the graph by making it a right triangle. Since you have the inscribed angle you can compute the x-length and the y-height of this triangle, after that, it's simple vector geometry, addition of vectors.

Answer 4

So for it to be a right angle the other half needs to be 21 degrees. I'm not really sure what you mean?

Answer 5

I got the right angle I think but I don't know what to do now?

Answer 6

well now you can use basic trigonometry to complete the triangle, and voila. The rest is vector geometry, use the unit vector along the x-axis and scale it to the length you're about to compute, same with the unit vector along the y-axis

Answer 7

this is a superposition of vectors.

Answer 8

I still don't understand..

Answer 9

Then it seems, that we need to step back further and go back to the basics, do you know what a vector is?

Answer 10

not really this is a new unit of math for me

Answer 11

see, I think there's the problem. You need basic understanding of vector geometry to solve vector problems first, let me see if I can find a good guide, vector geometry is relatively simple, but it would be a lot of work to explain all the basic properties here in chat.

Answer 12

Okay. Is there any steps just for this problem or a formula? I'm usually good at plugging in formulas to find my answer

Answer 13

Well, did you already try and do the trig part I suggest above? If you did, you should try to draw here ( you can take my pic ) or write down the answer you got.

Answer 14

Because that is already one elementary step to complete this problem and understand more about vector geometry.

Answer 15

I don't understand what I'm supposed to do though?