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If f(x)={sin((a-x)/2)t a n[(pix)/(2a)] ...

If `f(x)={sin((a-x)/2)t a n[(pix)/(2a)]` for `x > a` and `([cos((pix)/(2a))])/(a-x)` for `x < a,` then `f(a^-)<0` b. `f` has a removable discontinuity at `x=a` c. `f` has an irremovable discontinuity at `x=a` d. `f(a^+)<0`

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