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Find the product of p2q3r and pq4.

Mathematics

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Question 13: Find the product of p2q3rp^2q^3r and pq4pq^4.

  1. Write the expression for the product.

    (p2q3r)(pq4)(p^2q^3r)(pq^4)

  2. Multiply the terms by adding the exponents of the same bases.

    For pp: p2⋅p1=p2+1=p3p^2 \cdot p^1 = p^{2+1} = p^3
    For qq: q3⋅q4=q3+4=q7q^3 \cdot q^4 = q^{3+4} = q^7
    For rr: r1=rr^1 = r

  3. Combine the terms.

    p3q7rp^3q^7r
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