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Let x be a number on (0, pi/2). Solve the inequality sin x > cos x
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I haven't dealt with a problem like this in a while... x.x
look at the graphs, or at the unit circle you can see that they are the same at \(x=\frac{\pi}{4}\)
you mean the sin x graph and the cos x graph?
if \(x<\frac{\pi}{4}\) then cosine is larger, whereas if \(x>\frac{\pi}{4}\) you will see that sine is larger
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