MathematicsMedium179×since 2002Q4137If the function f(x)={\matrixa∣π−x∣+1,x≤5\crb∣x−π∣+3,x>5\crf(x) = \left\{ {\matrix{ {a|\pi - x| + 1,x \le 5} \cr {b|x - \pi | + 3,x > 5} \cr } } \right.f(x)={\matrixa∣π−x∣+1,x≤5\crb∣x−π∣+3,x>5\cr is continuous at x = 5, then the value of a – b is :-A2π−5{2 \over {\pi - 5 }}π−52B25−π{2 \over {5 - \pi }}5−π2C−2π+5{-2 \over {\pi + 5 }}π+5−2D2π+5{2 \over {\pi + 5 }}π+52Check answerSkip