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What is the range of the function y = -x^2 + 1?
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first step would be to solve for x...so isolate it first
another method you can try is by drawing the graph to find the range visually :)
or you can just visualize the graph in your mind.. \[y = x^{2}\] is a parabola upwards, centered at (0,0) if its negative, then it will be inverted.. +1 means that the graph is moved 1 unit up the y axis from (0,0) to (0,1) i hope you figure it out:)
The function has a maximum at x=0 and this maximum is 1 so the range is \[ ( -\infty, \, 1] \]
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