What is an integer for negative four
1 answer:
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Answer:
Step-by-step explanation:
hi! the log properties say that when logs are multiplied as log(xy), they can be expanded and added like log(x)+log(y). when logs are divided like log(x/y), they can be expanded as log(x)-log(y). when the log has an exponent like log(x^y), the exponent can be added to the front of the log like ylog(x). we can use these properties for this problem.
ln(x^3)+ln(y^2)-ln((x+1)^4)
ln(x^3*y^2)-ln((x+1)^4)
Answer and Step-by-step explanation:
For this equation, we are solving for h.
We are given the equation:
2 + 4h - 1 = 13h
<u>First, we need to </u><u><em>Simplify</em></u><u> the equation.</u>
2 - 1 + 4h = 13h
1 + 4h = 13h
<u>Now, we need to </u><u><em>Subtract</em></u><u> 4h from both sides of the equation.</u>
1 + 4h - 4h = 13h - 4h
1 = 9h
<u>Finally, we </u><em><u>Divide</u></em><u> both sides by 9 to get h.</u>
<u>h is equal to </u><u>.</u>
To check your answer, we plug back into the given equation.
<u>I hope this helps!</u>
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