How would the graph look for this
$$y=1-\sqrt[3]{x+3}$$

Question

How would the graph look for this 
$$y=1-\sqrt[3]{x+3}$$

callisto · Answer

wolf give you the answer: http://www.wolframalpha.com/input/?i=y%3D1%E2%88%92+%28x%2B3%29%5E%281%2F3%29

directrix · Answer

I was just playing with a differnt online calculator. It cranked out the attached graph. The graph has some neat attributes. http://gcalc.net/

directrix · Answer

Look at its x-intercept. What would you like to investigate about the graph?

callisto · Answer

playing!!! lol

anonymous · Answer

I just wanted to see how a cube root graph was

directrix · Answer

I started with y = x^(1/3) to get a basic notion of how the graph looks. 
Then, I thought about y = x^(1/2) which does not have values in Quads 2 and 3.

anonymous · Answer

did you use a website to get that graph?

directrix · Answer

Yes and no. I thought I was using an online web calculator and when I clicked on the link http://gcalc.net/ and then on a beta calculator link, a program loaded into my browser or hard drive. It was quick. (I clicked on A New Version of GCalc. Check out GCalcX, the newest ...) The Wolf to which Callisto made reference is at the link below. I did not care for its graph of this particular function. But, additional info is given such as the coordinates of global points (maximum and or minimum values.). Click on it and see what you think. http://www.wolframalpha.com/input/?i=y+%3D+1-+%28x%2B3%29%5E%281%2F3%29

directrix · Answer

I just clicked again at GCalc and Java came up. I think it's a resident online calculator.