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Find the minimum value of 5cosA + 12sinA + 12

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5 c o s A - 12 s i n A = 0

\frac{s i n A + c o s A}{2 c o s A - s i n A}

5 cos A - 12 sin A = 0

\frac{sin A + cos A}{2 cos A - sin A}

\frac{m}{19}

Q. Find the other value of A if one value of A is

45^{o}

(tan A - 1) (2 sin A - 1) = 0

2 tan A = 3

, then find the value of

\frac{4 sin A + 5 cos A}{6 sin A + 2 cos A}

3 s i n A + 5 c o s A = 5,

(3 c o s A - 5 s i n A)^{2}

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