please help! (attached)
seen this question before
yes, but no one can help me with it :(
oh
( i posted it before)
try to isolate tan theta first.
so tan theta = 1/3 ?...
(theta is the 0 with the line across it right)?
@hartnn
this is theta \(\huge \theta \) so to isolate tan theta, we subtract 1 from both sides, then divide sqrt 3 on both sides and we have \(\large \tan \theta = \dfrac{-1}{\sqrt 3}\) got thill here ?
oh okay I took the square root and did -1^2.. sorry
yes
ok, so for which angles in 0 to 2pi , is the value of tan theta = -1/ sqrt 3 ?? can u find out ?
maybe from unit circle ?
umm its not o the unit circle I don't know how to get that :(
there is 1pi/3 = 60 degrees.. but
whats on the unit circle ? sin and cos, right ?? tan is just sin/cos so see for which angles, the ratio sin/cos gives you -1/sqrt 3
this right? .. what would 1pi/ sqrt of 3 be ?..
yes, i'll give you one angle, you give me other notice the angle \(\huge \dfrac{5 \pi }{6}\) sin =1/2 cos = -sqrt 3/2 so tan = sin/cos = -1/sqrt 3 so one of the angles for which tan theta = -1/sqrt 3 is theta = 5pi/6 can you search for other angle ?
5pi/3 , 300 degrees
no.....5pi/3 gives you sin = -sqrt 3/2 cos = 1/2 so, tan = -sqrt 3
but we need tan = -1/sqrt 3
so, 11pi/6
330 degrees
so the answers are ((5pi)/6) , and ((11pi)/6)
yes!
omg thank you soo much! I get it now :)
welcome ^_^
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