Calculus help! If f(x)=2x^3 - 5x + 5....?
show that there is at least one value of c for which f(x) equals π.
show that there is at least one value of c for which f(x) equals π.
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f(2)=2*8-10+5=11
f(1)=2.
f is continuous and 2
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f(1)=2.
f is continuous and 2
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x = 5/(1/2 (-540+108 pi+i sqrt(-183600+116640 pi-11664 pi^2)))^(1/3)+1/6 (1/2 (-540+108 pi+i sqrt(-183600+116640 pi-11664 pi^2)))^(1/3)
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Please clarify - - there is no 'c' term in your equation
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