calculate lim x tends to 0 (x+1 )^5-1/x
Answers
Answered by
8
= lim. (x+1)^5 - 1/x
x-->0
= lim. 5(x+1)^4 /1
x-->0
= 5(0+1)^4
= 5(1)^4
= 5(1)
= 5
hence proved
x-->0
= lim. 5(x+1)^4 /1
x-->0
= 5(0+1)^4
= 5(1)^4
= 5(1)
= 5
hence proved
tarunbabu0623:
sorry i cant understand pls if u have any pictures send it
Similar questions