Question

29. If o<h<q then lim(q" +h")= =
1 e 2 h 3 9 4 0
n
>00​

Answer 1

Answer:

(3)

Step-by-step explanation:

since h < q ; h/q < 1

( q" +h") ^1/n

= (q^n)^1/n [1+(h/q)^n) ^1/n ]

now if n → ∞ ; 1/n → 0 and hence...

Lt ( q" +h") ^1/n

= q ( 1 + 0 )^0

= q × 1

= q