Let x be an angle measure and let the real numbers a ,b ,c ,cosx be such that they make the following equation true: a cos^2(x)+bcos(x)+c = 0.
Write the equivalent quadratic equation for a, b, c, cos2x. And
Compare the given and obtained equality for a=4, b=2 and c= -1
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Let x be an angle measure and let the real numbers a ,b ,c ,cosx be such that they make the following equation true: a cos^2(x)+bcos(x)+c = 0.
Write the equivalent quadratic equation for a, b, c, cos2x. And
Compare the given and obtained equality for a=4, b=2 and c= -1
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Step-by-step explanation:
You need that cos 2x = 2 cos2x - 1. Some easy manipulation then gives:
a2cos22x + (2a2 + 4ac - 2b2) cos 2x + (4c2 + 4ac - 2b2 + a2) = 0.
The equations are the same for the values of a, b, c given. The angles are 2π/5 (or 8π/5) and 4π/5 (or 6π/5).
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