![\sqrt[3]{\dfrac{x^3}{cy^4}}=\dfrac{x}{4y\sqrt[3]{y}}\\\\\\\dfrac{\sqrt[3]{x^3}}{\sqrt[3]{cy^3\cdot y}}=\dfrac{x}{4y\sqrt[3]{y}}\\\\\\\dfrac{x}{y\sqrt[3]{cy}}=\dfrac{x}{4y\sqrt[3]{y}}\\\\\\\sqrt[3]{cy}=4\sqrt[3]{y}\\\\\sqrt[3]{c}\sqrt[3]{y}=4\sqrt[3]{y}\\\\\sqrt[3]{c}=4\qquad|(\ldots)^3\\\\c=4^3\\\\\boxed{c=64}](/tpl/images/0418/5046/6cc98.png)
Pls asap i am timed don tguess explain answer
9) what value of c makes the equation true? ass...
Mathematics, 14.12.2019 08:31 whiteshawn02
Pls asap i am timed don tguess explain answer
9) what value of c makes the equation true? assume x > 0 and y > 0
the equation is the image
c = 12
c = 16
c = 81
c = 64
Answers: 2
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