Mathematics, 01.08.2019 22:00 Jana1517
Which of the following describes the graph of y=\sqrt[3]{8x-64}-5 compared to the parent cube root function?
Answers: 1
![\mathbf{y=\sqrt[3]{8x-64}-5}](/tpl/images/0159/4319/1fda9.png)
![\mathbf{y=\sqrt[3]{x}}](/tpl/images/0159/4319/2a7f4.png)
![\mathbf{y=2 \times \sqrt[3]{x}}](/tpl/images/0159/4319/1cea4.png)
![\mathbf{y=\sqrt[3]{8} \times \sqrt[3]{x}}](/tpl/images/0159/4319/8f880.png)
![\mathbf{y= \sqrt[3]{8x}}](/tpl/images/0159/4319/62cb1.png)
----- this means that the function is stretched vertically by 2![\mathbf{y= \sqrt[3]{8(x - 8)}}](/tpl/images/0159/4319/0d723.png)
----- this means that the function is shifted right by 8 units![\mathbf{y= \sqrt[3]{8x - 64}}](/tpl/images/0159/4319/1b094.png)
![\mathbf{y= \sqrt[3]{8x - 64} - 5}](/tpl/images/0159/4319/fa7a6.png)
----- this means that the function is shifted down by 5 units![y =\sqrt[3]{8x-64}-5](/tpl/images/0159/4319/6cb20.png)
![y =\sqrt[3]{8 \times (x-8)}-5](/tpl/images/0159/4319/53ad2.png)
![y =\sqrt[3]{8} \times \sqrt[3]{x-8}-5](/tpl/images/0159/4319/51b58.png)
![y = 2 \times \sqrt[3]{x-8}-5](/tpl/images/0159/4319/1bbab.png)
![y =\sqrt[3]{x}](/tpl/images/0159/4319/e89ef.png)
![y =2 \times \sqrt[3]{x}](/tpl/images/0159/4319/f223f.png)
![y =2 \times \sqrt[3]{x - 8}](/tpl/images/0159/4319/b250e.png)
![y =2 \times \sqrt[3]{x - 8} - 5](/tpl/images/0159/4319/54a57.png)
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Which of the following describes the graph of y=\sqrt[3]{8x-64}-5 compared to the parent cube root f...
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