#trigonometry (3D)
29 messages · Page 1 of 1 (latest)
you can't do that conversion from tan to cot, if you had simply solved from when you had $h^2 = \frac{100^2}{cot^2(62)+cot^2(55)}$
agex
you can just square root that
with the cot?
yeah
ah
wait so i square root the whole thing?
but how do i calculate cot on the calculator
I found h=109.72
uhh wait lemem check the answers
1/tan(x) does the trick
providing you're not computing tan(nπ/2)
its supoised to be 114m
ohh okay
hm
oh I know why, my calc was in rad
💀
113.74
no problem
+close