19/f-8+7/8-f

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Solution for 19/f-8+7/8-f equation:


D( f )

f = 0

f = 0

f = 0

f in (-oo:0) U (0:+oo)

19/f-f+7/8-8 = 0

19*f^-1-1*f^1-57/8*f^0 = 0

(19*f^0-1*f^2-57/8*f^1)/(f^1) = 0 // * f^2

f^1*(19*f^0-1*f^2-57/8*f^1) = 0

f^1

(-57/8)*f-f^2+19 = 0

(-57/8)*f-f^2+19 = 0

DELTA = (-57/8)^2-(-1*4*19)

DELTA = 8113/64

DELTA > 0

f = ((8113/64)^(1/2)-(-57/8))/(-1*2) or f = (-(-57/8)-(8113/64)^(1/2))/(-1*2)

f = ((8113/64)^(1/2)+57/8)/(-2) or f = (57/8-(8113/64)^(1/2))/(-2)

f in { ((8113/64)^(1/2)+57/8)/(-2), (57/8-(8113/64)^(1/2))/(-2)}

f in { ((8113/64)^(1/2)+57/8)/(-2), (57/8-(8113/64)^(1/2))/(-2) }

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