if
f(x)=x[x] / sin[x]
then show that there is no existence of
lim f(x)
x>0
2nd prob:
show lim (tanx-sinx)/x^3 =1/2
x>0
f(x)=x[x] / sin[x]
then show that there is no existence of
lim f(x)
x>0
2nd prob:
show lim (tanx-sinx)/x^3 =1/2
x>0
1 answer
0 answers
2 answers
2 answers