Asked by Jack
Solve and simplify for n, note that here n is not equal to 0.
6^3n^3 =36^9n^4
How to do this log-based question? Is anyone can ????
6^3n^3 =36^9n^4
How to do this log-based question? Is anyone can ????
Answers
Answered by
mathhelper
Without brackets, hard to tell where the exponents go
I will assume you mean:
(6^3)(n^3) = (36^9)(n^4) but then it doesn't require logs, so ...
(6^3)(n^3) = (6^18)(n^4)
n^3 = (6^15)(n^4)
n = 1/6^15 , pretty small value of n
I will stop guessing what you mean, repost using proper use of brackets.
confirm that you might have meant:
(6^3n)^3 = (36^9n)^4
I will assume you mean:
(6^3)(n^3) = (36^9)(n^4) but then it doesn't require logs, so ...
(6^3)(n^3) = (6^18)(n^4)
n^3 = (6^15)(n^4)
n = 1/6^15 , pretty small value of n
I will stop guessing what you mean, repost using proper use of brackets.
confirm that you might have meant:
(6^3n)^3 = (36^9n)^4
Answered by
Jack
(6^3n)^3 = (36^9n)^4 exactly what you mean, this is the equation need to solve.
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