Is 1/2ln(a+4)+ln(b)-5ln(c) equal to ln(b/(c^5(a+4)^(1/2)))?

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The expression 1/2ln(a+4) + ln(b) - 5ln(c) simplifies to ln(b/(c^5(a+4)^(1/2))). The format of the equation is crucial for clarity, particularly in distinguishing the placement of terms. It is recommended to use parentheses to clearly indicate that (a+4)^(1/2) is in the numerator, while c^5 is in the denominator. This ensures that the equation is correctly interpreted by the Math palette. Proper formatting is essential to avoid marking the submission as incorrect.
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1/2ln(a+4)+ln(b)-5ln(c) is the answer ln b/c^5(a+4)^1/2 ?

I just need to know if this answer is right,and should the format of the equation look like that also? Because the Math palette I submit it in needs to have it a certain way or else it will mark it as wrong.
 
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If you are to simplify it then I would say so. Just use another set of parenthesis to separate the b/c^5 from the (a+4)^1/2 since it would be hard to tell if the (a+4)^1/2 is on the numerator or denominator.
 
So then (a+4)^1/2 should be the denominator?
 
No it's in the numerator, only the c5 is in the denominator.
 
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