You must find first the discontinuity points and in order to graph it better you should find the OX and OY axis' cut points. The most important thing in rational functions such as yours is to find the …

The graph of the original function has a single vertical asymptote at x=-2 and has a hole at x=+4 as the function is undefined there. If you cancel the common factor the new function is the same as the old …

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Equation is 4y=x+4 If slope is m and y-intercept is c, equation of line is y=mx+c and its x-intercept is given by putting y=0 i.e. mx+c=0 or -c/m. So if y intercept is c, x-intercept is -c/m hence if x-intercept …

We can plot these two points on the graph and then draw a straight line through the points to draw the graph of the line.

From this, we can generalize with an equation to find the answer. x+y=20 (by definition) Subtracting x from both sides y=20-x So for any x value, your y value is 20 minus your x. We can use this to plot a …

Questions How do you graph polar curves to see the points of intersection of the curves? How do you recognize equivalent polar curves from their equations? How do you determine the polar coordinates …

The vertical asymptote is x=2 The oblique asymptote is y=x+2 No horizontal asymptote The domain of f (x) is D_f (x)=RR- {2} As we cannot divide by 0, x!=2 Therefore ...

Explanation: The average rate of change of a function over an interval is:

I'm really stuck how to Graph x+y=5 on the coordinate system below showing the graph of y=#4/x#. At what points do the graphs intersect? Algebra