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Simplifying f(x) = (x + 1)((x + -3) + -5i) Multiply f * x fx = (x + 1)((x + -3) + -5i) Reorder the terms: fx = (1 + x)((x + -3) + -5i) Reorder the terms: fx = (1 + x)((-3 + x) + -5i) Remove parenthesis around (-3 + x) fx = (1 + x)(-3 + x + -5i) Reorder the terms: fx = (1 + x)(-3 + -5i + x) Multiply (1 + x) * (-3 + -5i + x) fx = (1(-3 + -5i + x) + x(-3 + -5i + x)) fx = ((-3 * 1 + -5i * 1 + x * 1) + x(-3 + -5i + x)) fx = ((-3 + -5i + 1x) + x(-3 + -5i + x)) fx = (-3 + -5i + 1x + (-3 * x + -5i * x + x * x)) Reorder the terms: fx = (-3 + -5i + 1x + (-5ix + -3x + x2)) fx = (-3 + -5i + 1x + (-5ix + -3x + x2)) Reorder the terms: fx = (-3 + -5i + -5ix + 1x + -3x + x2) Combine like terms: 1x + -3x = -2x fx = (-3 + -5i + -5ix + -2x + x2) Solving fx = -3 + -5i + -5ix + -2x + x2 Solving for variable 'f'. Move all terms containing f to the left, all other terms to the right. Divide each side by 'x'. f = -3x-1 + -5ix-1 + -5i + -2 + x Simplifying f = -3x-1 + -5ix-1 + -5i + -2 + x Reorder the terms: f = -2 + -5i + -5ix-1 + -3x-1 + x
| f(x)=(x+1)((x-3)-5i)(x+0) | | 646-13-02-00-00_files/i0190000.jpg | | a(n)=5+(n-1)8 | | f(x)=(x+1)((x-4)-5i)(x+0) | | 5x-(3x+1)= | | f(x)=(x+1)((x-4)-5i) | | 4y^2+3y+11=0 | | a(n)=5+(n-1)-8 | | 8x+20=10(x+2)-2x | | 7+9(x-3)=4x+16 | | .3x+x=200 | | 5x^2-410x+300=y | | 5x^2-400x+300=y | | a(n)=-9+(n-1)-6 | | a(n)=-9+(n-1)+6 | | a(n)=14+(n-1)4 | | 2[2+4(8-5)]= | | a(n)=-13+(n-1)4 | | 4(2x+11)=28 | | 1/6(x-1/5y-1/3z) | | a(n)=18+(n-1)3 | | 0.06(x+7)=0.03(2x+5)+0.27 | | z+23=21 | | 7-2x=3x+7 | | 2+4(3x-5)=9-3(2x+1) | | 3(x+6)=9x+3-6x+15 | | 10x^2y-5xy2/5xy= | | 5=5y-2y-4 | | 34=k+38 | | 0.4(x+200)=0.48x-544 | | 0.3(4z+6)+26.7=0.7(4z-5) | | .4x-8=0.1(+10) |
