How do you solve the following questions about the graph of the eight curve, x^4=a^2(x^2-y^2), a≠0?
a.) Explain how you could use a graphing utility to graph this curve.
b.) Use a graphing utility to graph the curve for various values of the constant a. Describe how a affects the shape of the curve.
c.) Determine the points on the curve where tangent line is horizontal.
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-a^2 x^2+a^2 y^2+x^4 = 0
answer to completely the cost is X=-4/5 and x=2 the answer set is (-4/5,2). the line graph would be 2 open circle dots linked between -4/5 and a pair of What you may desire to do is desperate it equivalent to 7 and -7 and clean up for X. Then attempt factors that are below your smallest style, in between your greatest and smallest style, and then a style larger than your greatest style. Then from there you would be waiting to discover your answer set.