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y = - x2 + 1 and y = x2. At which approximate points are the two equations equal?
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\[y= -x ^{2}+1\] \[y= x ^{2}\] when they are equal: \[-x ^{2} + 1 = x ^{2}\] solve for x remember +/- the sqrt
Wait what?? I'm confused.
you are given 2 equations for y when they are equal you can set the 2 expressions (in x) equal: when they are equal: \[-x ^{2}+1 = x ^{2}\] So you can find the values fro x where this is true
sorry comp sut down....
|dw:1434641202660:dw| the 2 graphs are shown in sketch they are equal where they intersect solve the equation in my last post to find the 2 x values where they intersect
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