The greatest value of the function \( -5 \sin \theta+12 \cos \theta \) is (1) 12 (2) 13 (3) 7
The greater value of the function `-5 sin theta +12 cos theta` is
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5cosA + 12sinA=13 then find tan A
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If `3sintheta+5costheta=5,` then write the value of `5sin theta-3costhetadot`
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Express 5sin(theta) - 12cos(theta) in the form Rsin(theta-alpha)
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The maximum value of \( 12 \sin \theta-9 \sin ^{2} \theta \), is
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If `5sec theta-12 cosec theta=0`, find the values of `sec theta, cos theta` and `sin theta`.
For ` 0 le theta le pi/2` the maximum value of ` sin theta + cos theta ` is
The maximum values of `3 costheta+5sin(theta-(pi)/(6))` for any real value of `theta` is:
