A hyperbola with center at (0, 0), with x-intercepts at (4, 0) and (-4, 0), with b = 1, and opening horizontally has the equatio
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1 answer:
For a hyperbola, the traverse axis, where it opens at, in this case horizontally or the x-axis, is the one that has the positive fraction, in this case then, it will be the fraction with the "x" variable in it.
check the picture below, you can pretty much see from the x-intercepts, what the vertices are, and thus what "a" is.
check the picture below, you can pretty much see from the x-intercepts, what the vertices are, and thus what "a" is.
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Ok here’s the answer! I again had to crop out the first step. here it was to divide equation 1 by 3 and add that to equation 2. all you need do you show that step is to write equation 1: -3x+2y=8 and equation 2: (11y/3)=35/3
