if a is real then find the least value of 4cos2a+25sec2a
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Let cos2A=t
F=4t+25t
The domain of t is 0<t≤1
F′=4−25t2
F′is negative in the entire domain of t .Hence F is continuously decreasing function.
Minimum value of F is whent=1
Fmin=4+25=29
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