
-

Make the two fractions have common denominators. 9 and 12 both fit into 36, so multiply
the top and bottom of

by 4 and

by 3.
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⇒


⇒

Now that both fractions have common denominators, you can subtract them easily. Subtract the numerators (8 - 21) and keep the denominators the same.

-

=
a = -13b = 36