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Simplifying (1 + -5w + w2)(1 + w + -6w2) = 16 Multiply (1 + -5w + w2) * (1 + w + -6w2) (1(1 + w + -6w2) + -5w * (1 + w + -6w2) + w2(1 + w + -6w2)) = 16 ((1 * 1 + w * 1 + -6w2 * 1) + -5w * (1 + w + -6w2) + w2(1 + w + -6w2)) = 16 ((1 + 1w + -6w2) + -5w * (1 + w + -6w2) + w2(1 + w + -6w2)) = 16 (1 + 1w + -6w2 + (1 * -5w + w * -5w + -6w2 * -5w) + w2(1 + w + -6w2)) = 16 (1 + 1w + -6w2 + (-5w + -5w2 + 30w3) + w2(1 + w + -6w2)) = 16 (1 + 1w + -6w2 + -5w + -5w2 + 30w3 + (1 * w2 + w * w2 + -6w2 * w2)) = 16 (1 + 1w + -6w2 + -5w + -5w2 + 30w3 + (1w2 + w3 + -6w4)) = 16 Reorder the terms: (1 + 1w + -5w + -6w2 + -5w2 + 1w2 + 30w3 + w3 + -6w4) = 16 Combine like terms: 1w + -5w = -4w (1 + -4w + -6w2 + -5w2 + 1w2 + 30w3 + w3 + -6w4) = 16 Combine like terms: -6w2 + -5w2 = -11w2 (1 + -4w + -11w2 + 1w2 + 30w3 + w3 + -6w4) = 16 Combine like terms: -11w2 + 1w2 = -10w2 (1 + -4w + -10w2 + 30w3 + w3 + -6w4) = 16 Combine like terms: 30w3 + w3 = 31w3 (1 + -4w + -10w2 + 31w3 + -6w4) = 16 Solving 1 + -4w + -10w2 + 31w3 + -6w4 = 16 Solving for variable 'w'. Reorder the terms: 1 + -16 + -4w + -10w2 + 31w3 + -6w4 = 16 + -16 Combine like terms: 1 + -16 = -15 -15 + -4w + -10w2 + 31w3 + -6w4 = 16 + -16 Combine like terms: 16 + -16 = 0 -15 + -4w + -10w2 + 31w3 + -6w4 = 0 The solution to this equation could not be determined.
| 300=200+x | | -9(y+5)=7y-13 | | 4x^2+0.4=0 | | 5v-37=3(v-7) | | -(5+x)=3-2x | | 5sin^2(x)-3cos(x)-3=0 | | Y-7=14/3(x-6) | | 3-5x=7-8x | | x^2-2x-378=0 | | 5x^2+20x=-28 | | 7x+35=13 | | 110-Χ/Χ=0,10 | | 110-/Χ=0,10 | | 100-Χ/Χ=0,10 | | 3(x+5)=2(x-9) | | 60=10/y | | 14-k=2k+4 | | 8ln(2)-8ln(1)= | | 3a+5=20-15 | | 340/220 | | 6x+2=4(7-x) | | 21y-3=1 | | 30x^2-x^3=2000 | | -0.9(4x+5)-0.5= | | x(16-3x)=48 | | 2x-11+6ln(x)=0 | | 42-14x=5x-15 | | 5xy+8x-3y=2 | | 5x+15=8x+6 | | 4+12-3x=10 | | 4a-2b-3a+4b= | | -0.5w-0.6=.20w |