Answer:
$24 will be the cost of tennis racquet with weight 25 oz.
Explanation:
Given that Price of racquet is inversely proportional to its weight.
i.e.

We can replace the proportional sign with a constant of proportionality.

Where C is a constant named as constant of proportionality.
Given that cost of 20 oz. racquet is $30.00
Putting both the values :

So, the equation becomes:

Now, we have to find the price of 25 oz. racquet.
Putting Weight = 25 oz and finding Price:

So, $24 will be the cost of tennis racquet with weight 25 oz.