Question

Question #5285e

Answer 1

`3`

Explanation:

`lim_(x->∞)(2^(x+1)+3^(x+1))/(2^x+3^x)`

Divide by the highest Power:
`lim_(x->∞)(2^(x+1)/(3^x)+3)/((2^x)/3^x+1)`

`(lim_(x->∞)(2^(x+1)/3^x+1))/(lim_(x->∞)((2^x)/3^x+1))=(0+3)/(0+1)=3/1=3`