Mathematics, 31.07.2019 14:00 lullexxxx
The graph of ![y= \sqrt[3]{x}](/tex.php?f=y= \sqrt[3]{x} )
was shifted 5 units down and 4 units to the left. what is the equation of the resulting graph? answer quickly!
Answers: 1
![y= \sqrt[3]{x}](/tpl/images/0154/5939/9e9af.png)
. To shift the graph horizontally by c units, we have to put c inside the parentheses, that is, under the cube-root. Now, we want to move the graph four units to the left. To do that, we write ![y= \sqrt[3]{x+4}](/tpl/images/0154/5939/05df1.png)
. Notice that we put +4, and not –4. That may seem a bit counterintuitive, but think that the value that gave some f(x) in the original function must now be four more than it to get the same value. If that explanation confuse you, don't worry; just remember for the horizontal shift it's the opposite sign.![y= \sqrt[3]{x+4}+5](/tpl/images/0154/5939/e144a.png)
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The graph of [tex]y= \sqrt[3]{x} [/tex] was shifted 5 units down and 4 units to the left. what is th...
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