If f: R \toR difined by f(x)=\\begin{array}{c}a ^ { 2\end{array} \cos ^ { 2 } x + b ^ { 2 } \sin ^ { 2 } x , x \leq0 ; e ^ { a x + b } , x > 0 \} is a continuous function, then

AP and TS EAMCET Engineering Model Paper 5

Question : 63 of 160

Marks: +1, -0

If f: R →R difined by f(x)={

a2cos2x+b2sin2x	x≤0
eax+b	x>0

} is a continuous function, then

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