To simplify the expression 8s^5t^3s^4t^9, you need to combine like terms.

The like terms in this expression are the s terms (s^5 and s^4) and the t terms (t^3 and t^9).

When you multiply terms with the same base, you add the exponents.

So, s^5 * s^4 becomes s^(5+4) = s^9.

And, t^3 * t^9 becomes t^(3+9) = t^12.

The coefficient (the number part) just stays the same, so the 8 remains.

So, the simplified expression is 8s^9t^12.

Question

To simplify the expression 8s^5t^3s^4t^9, you need to combine like terms.

The like terms in this expression are the s terms (s^5 and s^4) and the t terms (t^3 and t^9).

When you multiply terms with the same base, you add the exponents.

So, s^5 * s^4 becomes s^(5+4) = s^9.

And, t^3 * t^9 becomes t^(3+9) = t^12.

The coefficient (the number part) just stays the same, so the 8 remains.

So, the simplified expression is 8s^9t^12.

Knowee AI · Accepted Answer

To simplify the expression 8s^5t^3s^4t^9, you need to combine like terms.

The like terms in this expression are the s terms (s^5 and s^4) and the t terms (t^3 and t^9).

When you multiply terms with the same base, you add the exponents.

So, s^5 * s^4 becomes s^(5+4) = s^9.

And, t^3 * t^9 becomes t^(3+9) = t^12.

The coefficient (the number part) just stays the same, so the 8 remains.

So, the simplified expression is 8s^9t^12.

Simplify. Express your answer using positive exponents.8s5t3s4t9