= ln (2x3) - ln(5y)
= ln(2) + ln(x3) -ln(5) -ln(y)
= ln(2) + 3ln(x) -ln(5) -ln(y)
= 3ln(x) -ln(y) +ln(2) -ln(5)
You could stop here, or continue as follows:
= 3ln(x) -ln(y) +ln(2/5)
≈ 3ln(x) -ln(y) -0.9162907319
Jacob L.
asked 12/03/231. Solve the equation 42x = 2x - 6. Enter every step.(10 points)
2. Solve the equation log5(6x - 1) = 3. Enter every step.(10 points)
3. Expand the expression . Enter every step. (10 points)
= ln (2x3) - ln(5y)
= ln(2) + ln(x3) -ln(5) -ln(y)
= ln(2) + 3ln(x) -ln(5) -ln(y)
= 3ln(x) -ln(y) +ln(2) -ln(5)
You could stop here, or continue as follows:
= 3ln(x) -ln(y) +ln(2/5)
≈ 3ln(x) -ln(y) -0.9162907319
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