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g(x)=[g(x)=|cosx−1|. on[0,2π],what is the x value when g attains its maximum value?
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range of cos is [-1,1] |-1-1| = |-2| = 2 |1-1| = 0 therefore range of g(x) is [0,2] max value is 2 which occurs when cos(x) = -1 From unit circle cos(x) = -1 when x = pi
Jasleen...I guess you didn't believe me when I answered it before :)
oh haha, don't you hate that
yep
no i just wanted to see how its done!!
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and i have one more question that i need help with! f(x) =x^3+4x^2+4x. FIND the zeros of f.
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