G(x)=x^5-9x^3 - Solution
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Solution for g(x)=x^5-9x^3 equation:
Simplifying g(x) = x5 + -9x3 Multiply g * x gx = x5 + -9x3 Reorder the terms: gx = -9x3 + x5 Solving gx = -9x3 + x5 Solving for variable 'g'. Move all terms containing g to the left, all other terms to the right. Divide each side by 'x'. g = -9x2 + x4 Simplifying g = -9x2 + x4See similar equations:
| 6(15-3x)=120 | | -3(x+5)=-30 | | y=4(a)+3+2 | | 8(2+x)=80 | | 12321+231756= | | 2(5x-3)=74 | | -8a-(7b)= | | 6+50=-12 | | 5(x+9)=50 | | 6a+7=18 | | 100=(0.2)2/2 | | y=4(2)f(a)+2 | | y=4(a+3)+2 | | 2y=4(4/5)-2 | | y=4(2x)+2 | | 9y^2-12y+121=0 | | 2n^2+2n=1 | | (v+7)(v-4)= | | 2z-20=29+9z | | 5z-11=3+7z | | 5p-20=31-3p | | x^2+4x+3x^2-2x= | | 7p-4=-8+9p | | 4z+5x-10y=100 | | -8(2t+2)=-16 | | 3(f-2)=-9 | | -10(s+2)=-79 | | 47=6x+5 | | 3x^3=18x^2+21x | | 5(t+2)=-10 | | h(x)=3x-2 | | 100=0.2^2/2 |
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