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Using the intermediate value theorem show that sin((pi x)/2)=1-x has a solution in (0,1) Help!!!!!!
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I tried plugging in 0 for x but I ended up with sin(0)=1 which is not true.
HI!!
start with \[f(x)=\sin(\frac{\pi}{2}x)+x-1\]
plug in 0, plug in 1 one will be positive, one will be negative that means it has to be zero in that interval
Thanks :))))))))))
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Yeah @aawowaa I think you need a better understanding of the theory.
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