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(-5x^(2))(3x^(4))

(−5x2)(3x4) \left(-5 x^{2}\right)\left(3 x^{4}\right)

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Full solution

Q. (−5x2)(3x4) \left(-5 x^{2}\right)\left(3 x^{4}\right)
  1. Identify terms: Identify the terms to be multiplied.\newline(−5x2)×(3x4)(-5x^{2}) \times (3x^{4})
  2. Multiply coefficients: Multiply the coefficients (−5)(-5) and (3)(3).\newline−5×3=−15-5 \times 3 = -15
  3. Apply exponent rule: Apply the exponent rule for multiplying like bases x2×x4x^{2} \times x^{4}.x2+4=x6x^{2+4} = x^{6}
  4. Combine results: Combine the results from previous steps.\newline−15×x6-15 \times x^{6}

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