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Expand the expression of log5x^(1/3)y^6
Expand the expression of log5x^(1/3)y^6
5 is the base of the log. this is pretty tricky stuff and im not sure how to attempt it..
2 answers
asked by
Brittney
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Directions: Using inverses simplify the expression.
5^log5x I know that the answer is x but i have no idea how...
1 answer
asked by
Sofia
453 views
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1 answer
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5 answers
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What are the asymptotes of the functions "f(x) = 4x" and "g(x) = log5x"?
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Mich
474 views
Differentiate with respect to x
Y=log5x using chain rule
1 answer
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Just learned log rules and I don't get it. How do you solve log5x^2 + 4log5x = 12 ? Thanks in advance.
1 answer
asked by
Ken
499 views
Solve for x. log5x=(1/2). Express the answer to the nearest hundredth.
1 answer
asked by
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To prove that the two algebraic expressions \((x - 5)(x + 3)\) and \(2x^2 - x^2 - 2x - 20 + 5\) are equivalent using the
1 answer
asked by
capybara for life
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One way to calculate the total tax is 0.05(50 + 40). The total tax is $Expand the expression 0.05(50 + 40) using the
1 answer
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