can someone help me with a trig equation again?
anymore clue?
\[3\sqrt{2}\cos \theta+2=-1\]
interval is 0 to pi
first subtract 2 on both sides.. then divide the whole equation by 3
oh i get it now, thank you
can you also help me with writing the answer? since it has an infinite amount of answers
hmm as a matter it dont have infinit answers it has range 0-pi.. well have you found the value of theta?
subtract 2 on both sides and get 3sqrt(2)cos(theta) = -3 divide 3sqrt(2) on both sides and get cos(theta) = 1/sqrt(2) rationalize the denominator cos(theta) = sqrt(2)/2 since its from 0 to pi you will and cost = sqrt(2)/2 at pi/4 so your answer is pi/4
if i divide both sides by three is it \[\sqrt{2}/3\cos \theta=-1\]
hmm no.. well you can look at @jayz657 comment , most of the solution is written.
@jayz657 you missed the "-" somewhere.
oh i divided only the 3, i didnt know you were suppose to divide 3and the sqrt2
thank you
can you help me with how i would write it if there was no interval?
oh sorry it should be - sqrt(2)/2 so it will be 3pi/4 instead
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