What does 12 over jk times 3k over 4 equal?

Answer 1

Assuming that the problem looks like this: (12/jk)(3k/4)

Multiplying fractions is much easier than adding them. When adding, we need to make sure they both have a common denominator. But With multiplication, we can just multiply the numerator by the numerator and the denominator by the denominator.

So we get (12/jk)(3k/4)=(36k)/(4jk)

Now we just need to simplify. We can divide by 4 and cancel a k, giving us 9/j.