Question

39. Rewrite each expression as an equivalent expression containing only one logarithm.

Answer 1

Answer:

$ln{\frac{(p+q)^3}{q^2p^7} }$

Step-by-step explanation:

3 ln(p + q) − 2 ln(q) − 7 ln(p)

=ln(p+q)^3- ln(q)^2-ln(p)^7

= ln(p+q)^3-{ln(q)^2+ln(p)^7}

=ln(p+q)^3-ln(q)^2*(p)^7

=ln{ (p+q)^3÷(q)^2*(p)^7}

=$ln{\frac{(p+q)^3}{q^2p^7} }$