Question

Question #e9baa

Answer 1

`lim_(x->oo) ln(3x)-ln(2x) = ln (3/2)`

Explanation:

For any `a,b > 0` we have that:

`ln(ax) -ln(bx)`

is a constant. Using the properties of logarithms:

`y(x) = ln(ax) - ln(bx) = ln ((ax)/(bx)) = ln (a/b)`.