Simplify (2x^3)(3x^2).

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Multiple Choice

Simplify (2x^3)(3x^2).

Explanation:
When you multiply monomials, you multiply the numerical coefficients and add the exponents of the same base. Here, the numerical factors are 2 and 3, which give 6. For the x terms, x^3 times x^2 adds the exponents: 3 + 2 = 5, so you get x^5. Put together, the product is 6x^5. The other options would come from different coefficient products or exponent sums, which aren’t what this multiplication yields.

When you multiply monomials, you multiply the numerical coefficients and add the exponents of the same base. Here, the numerical factors are 2 and 3, which give 6. For the x terms, x^3 times x^2 adds the exponents: 3 + 2 = 5, so you get x^5. Put together, the product is 6x^5. The other options would come from different coefficient products or exponent sums, which aren’t what this multiplication yields.

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