Resolve into Partial Fractions
3x+1/(x²+2)²(x²+3)
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Answer:
x²=2
Step-by-step explanation:
3x+1/(x²+2)²(x²+3)
=3x+1/(x²+2)²(x²+3)=3x+1/x²+x+4(x²+3)
=3x+1/2x²+4(x²+3)
=3x+1/2x²+12+4x²
=3x+1/6x³+12
=3+1/6x²+12
=(3+1)x²=12/6
=(4)x²=2
=x²=2/4
=x²=2
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