How do you graph #y^2/100-x^2/75=1# and identify the foci and asympototes?
1 Answer
Nov 11, 2016
The foci are F
The asymptotes are
Explanation:
This is an up-down hyperbola.
The general equation is
The center is
To determine the foci, we calculate
The foci are F
The vertices are
The slopes of the asymptotes are
The equations of the asymptotes are
graph{((y^2/100)-(x^2/75)-1)(y-(2x/sqrt3))(y+(2x/sqrt3))=0 [-74, 74.1, -37.07, 37.06]}