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How many solutions for cos(x)=square root 3/2 for (-infinity, infinity)
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infinite
|dw:1392325929270:dw|
Since \(2^2 - \sqrt{3}^2 = 1^2\) we see: |dw:1392325968122:dw|
@wio the question is about how many solution for cos x. Is there any reason to approach the problem on this way? Please, explain me
|dw:1392326233334:dw| This tells us that \[ 180^{\circ } = x+ \frac x2+90^{\circ} \]This will give us a particular solution.
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