find the value of k,
f(x)=tan7x/2x, x≠0
=k, for x=0
is continous at x=0
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given : f(x)= tan 7x/ 2x,
f(0)= k
now, lim f(x) = lim(x-0) tan 7x/2x
= lim(x-0) tan 7x/2x (7/2)
= 1(7/2)
= 7/2
as function f(x) is continuous at x=0
limf(x)= f(0)= k
k=7/2
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