Solved: Prove or disprove: if and are real numbers with and then
Chapter 1, Problem 121(choose chapter or problem)
Prove or disprove: if x and y are real numbers with \(y \geq 0\) and \(y(y+1) \leq(x+1)^{2}\), then \(y(y-1) \leq x^{2}\).
Text Transcription:
y geq 0
y(y + 1) leq (x + 1)^2
y(y - 1) leq x^2
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