f, g, and h are constants
f/x + g/x^2 + h/x+3 = x^2+50/x^3+3x^2
fx(x+3) + g(x+3) + hx^2 = x^2 + 50
f + h = 1
3f + g = 0
3g = 50
g = 50/3
f = -50/9
h = 59/9
f(x) = -50/9
g(x) = 50/3
h(x) = 59/9
Arslan M.
asked 04/25/21The partial fraction decomposition of x^2+50/x3+3x2 can be written in the form of f(x)/x+g(x)/x2+h(x)/x+3, where
f(x)=
g(x)=
h(x)=
f, g, and h are constants
f/x + g/x^2 + h/x+3 = x^2+50/x^3+3x^2
fx(x+3) + g(x+3) + hx^2 = x^2 + 50
f + h = 1
3f + g = 0
3g = 50
g = 50/3
f = -50/9
h = 59/9
f(x) = -50/9
g(x) = 50/3
h(x) = 59/9
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