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C²+2cd-15d²/4c²+20cd

1 Answer

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The expression you provided is:

(C² + 2cd - 15d²) / (4c² + 20cd)

To simplify this expression, we can factor the numerator and denominator if possible, and then cancel out any common factors:

Numerator: C² + 2cd - 15d²

The numerator does not appear to be factorable.

Denominator: 4c² + 20cd

We can factor out a common factor of 4 from each term:

4(c² + 5cd)

Now we can simplify the expression by canceling out the common factors:

(C² + 2cd - 15d²) / (4c² + 20cd) = (C² + 2cd - 15d²) / 4(c² + 5cd)

Therefore, the simplified expression is (C² + 2cd - 15d²) / 4(c² + 5cd).

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