Answer:
The value of y is 360
Explanation:
Proportions
Two variables x and y are proportional if their quotient is a constant value:

From that definition, it follows:

The problem states y=60 when x=3/4. This information is enough to find the value of k:

Operating:

The relation between y and x is, then:

Now let's find the value of y when x=4 1/2. Since the value of x is given as a mixed fraction, we'll convert it to improper fraction:

Substituting in the relation:

The value of y is 360