SOLUTION: Use the Laws of Logarithms to expand the expression:
{{{ log(base 5) (x/2) }}}
{{{ log(base 6) cuberoot of x^2 + 7 }}}
{{{ log(base 8)(xy)^7}}}
sorry if it comes of
Algebra.Com
Question 914023: Use the Laws of Logarithms to expand the expression:
sorry if it comes off confusing I just didn't know how to write those out
Answer by josgarithmetic(39616) (Show Source): You can put this solution on YOUR website!
log(base 5) (x/2)
log(base 6) cuberoot of x^2 + 7
log(base 8)(xy)^7
"sorry if it comes off confusing I just didn't know how to write those out"
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You ask about expanding each expression.
log(base 5) (x/2)
Text for algebra.com: log(5,(x/2))
rendering tags:
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log(base 6) cuberoot of x^2 + 7
You probably meant this:
Text for algebra.com: log(6,(root(3,(x^2+7))))
rendering tags:
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The cubed root means "to the one-third power".
No way in Real numbers to split the argument expression any further.
log(base 8)(xy)^7
Text for algebra.com: log(8,((xy)^7))
rendering tags:
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