1.

If f(x)= {((x^(2))/(a)-a",",x lt a),(0",",x=a),(a-(x^(2))/(a)",",x gt a):} then, ………

Answer»

`UNDERSET(x rarr a^(+))("LIM") F(x)= a`
`underset(x rarr a)("lim") f(x)= -a`
f is continuous at x=a
f is differentiable at x=a

Answer :C


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