How do you solve 6+n60=1590?

2 Answers
Mar 28, 2017

See below.

Explanation:

To make the problem easier, let's simplify the denominators first.

6+n60=1590

We can multiply both sides by 30.

6+n2=153

153=5

So,
6+n2=5 and 6+n=10

Thus,

n=4.

Mar 28, 2017

The answer is 4

Explanation:

6+n60=1590

      Eliminate fractions -- multiply the left by 90 and the right by 60.

540 + 90n = 900

      Subtract 540 from both sides.

90n = 360

      Divide by 90.

n = 4