how do I solve : SEC1035
sec1035 = \[1/\cos 1035\] Can you solve it from there?
no can you explain more..? sorry ;P
is that 1035 degrees?
yes
Everytime you go 360 degrees you are back where you are started. So you have to divide by 360 and use only the remainder.
okay so it's Sec315*. what do I do now?
I would do cos(315) and then flip it after I get the answer secant(x)= 1/cos(x)
Secant is the reciprocal of cosine, so you take 1/cos315.|dw:1315446365930:dw|
Cosine is x/r, so the x would be \[\sqrt{2}\], and since you are on a unit circle, the radius (r) would be 1.
(Because the angle of 315 degrees creates a 45-45-90 triangle.)
so answer would be root(2)?
conquers should memorize cos(45) = sin(45) = sqrt(2)/2 also sin(30)= 0.5 cos(30)= sqrt(3)/2
Right! Do you understand how that works?
yes yes ! :D! oh god. sorry for making you elaborate all these, thank you guys!
I enjoy it! You're very welcome. :]
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