Answer :
Answer:
ln((x^3 +y^4)/z^2)
Step-by-step explanation:
Laws of ln say that when you add 2 lns (ln a + ln b) you get ln(ab) and when you subtract, you get (ln a - ln b) which is ln(a/b). We can also use the ln exponents rule where lnx^y = ylnx to reverse and put the exponents back into the ln. That leaves us with ln((x^3 +y^4)/z^2)