Question

# limx→0(1+x)5−13x+5x2 is equal to

A
B
C
D

Solution

## The correct option is B Here, we can see that both numerator and denominator are approaching to zero. So it's a 0/0 form. Hence we can apply L'Hospital's rule to find the limit. Differentiating both Numerator and denominator  -  limx→05(1+x)43+10x We can see that 0/0 form is removed so we can directly put limit value in the expression. Therefore the answer will be   = 53 Mathematics

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