Question 648531
Original equation: {{{(1/2)(3/4))/(1/6)}}}

Step 1: Multiply the fractions on the numerator

{{{(1/2)(3/4))/(1/6)}}}
{{{(3/8)/(1/6)}}}

Step 2: To get rid of the bottom fraction, multiply by its reciprocal to the top and bottom

{{{(3/8)/(1/6)}}}
{{{(3/8)(6/1)/(1/6)(6/1)}}}

You are left with: {{{(18/8)}}}

Step 3: Reduce into lowest terms... both can be divided by '2'

{{{(18/8)}}}
{{{(18)/(2)/(8)/(2))}}}
{{{(9/4)}}}

Your answer would be {{{(9/4)}}}, but since you said it couldn't be an improper fraction, let's make it a mixed fraction..

The mixed fraction that is equal to {{{(9/4)}}} is {{{2(1/4)}}}