##### graphing a sq root function

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graph the function

f(x) = /x-4

Oct 4th, 2015

Always remember that the square root function starts at the origin and curves up and to the right.  So the square root function looks like this:

When you have a an (x - 4) inside the square root function, that means you are moving the graph 4 units to the right (right when it's negative, and left when it's positive, just remember that left and right are opposite in sign as to the positive and negative side of the x-axis.  So the graph of sqrt(x - 4) looks like this:

If the - 4 is outside of the function, meaning, you have sqrt(x) - 4, that is a vertical shift, and the graph will move down 4 units, like this:

Oct 4th, 2015

f(x)=√x+3

Oct 4th, 2015

No problem, so if the +3 is inside the square root function then it should look like this:

If it outside the square root function, then it will look like this:

Oct 4th, 2015
20151003_223944.jpg
20151003_223951.jpg

THANKS

Oct 4th, 2015

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Oct 4th, 2015
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Oct 4th, 2015
May 24th, 2017
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