graph of xy^2=constant
Answers
Answer:
Something like this (but not this exactly...) You’ve got what is mathematically described as a “hyperbola”. Rewrite it as y=2/x. X can’t be zero, but if you have very tiny positive values for x, y approaches infinity. If X becomes super large, then y approaches zero. The mathematical term for that is an “asymptote”. You can do the same thing for negative values of x and y as well.
The problem with the current graph is that it has no labels for X and Y. Sorry, it’s all I could find. But if you look were X and Y are equal (at one), you’ll see the knee of the curve. For xy=2, the knee of the curve isn’t at 1, but at the square root of 2. (xy=2 becomes y^2=2 so that y and x would be the square root of 2).
So, while this graph has the right shape, the knee of the curves should be shifted to plus/minus 1.414 to get what you want
Step-by-step explanation:
hope it help u
