Question

How do I solve for number 16 thxx

Answer 1

To turn it into an equivalent function with no fractions, we have to multiply everything by a common factor. That will the number where if multiplied by 2, or 3, and then divided by 4, gives an integer. That'll be the LCF of the 3 numbers, which is 2 * 3 * 4 = 24. Let's do that now:
$24( \frac{2}{3}-1) = 24(\frac{3}{4})$

Which simplifies to (form with no fractions):
$16x - 24 = 18$

To solve for x, we have to isolate it. So, let's add 24 to both sides:
$16x-24+24 = 18+24$

Which is:
$16x = 42$

Then, divide both sides by 16, to get:
$x = \frac{42}{16} = \frac{21}{8}$

So, your answer is 21/8 or 2.625.