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Simplifying (8b + 3c)(8b + -3c) = 0 Multiply (8b + 3c) * (8b + -3c) (8b * (8b + -3c) + 3c * (8b + -3c)) = 0 ((8b * 8b + -3c * 8b) + 3c * (8b + -3c)) = 0 Reorder the terms: ((-24bc + 64b2) + 3c * (8b + -3c)) = 0 ((-24bc + 64b2) + 3c * (8b + -3c)) = 0 (-24bc + 64b2 + (8b * 3c + -3c * 3c)) = 0 (-24bc + 64b2 + (24bc + -9c2)) = 0 Reorder the terms: (-24bc + 24bc + 64b2 + -9c2) = 0 Combine like terms: -24bc + 24bc = 0 (0 + 64b2 + -9c2) = 0 (64b2 + -9c2) = 0 Solving 64b2 + -9c2 = 0 Solving for variable 'b'. Move all terms containing b to the left, all other terms to the right. Add '9c2' to each side of the equation. 64b2 + -9c2 + 9c2 = 0 + 9c2 Combine like terms: -9c2 + 9c2 = 0 64b2 + 0 = 0 + 9c2 64b2 = 0 + 9c2 Remove the zero: 64b2 = 9c2 Divide each side by '64'. b2 = 0.140625c2 Simplifying b2 = 0.140625c2 Take the square root of each side: b = {-0.375c, 0.375c}
| 15=37-11x | | 3x=x/2+15 | | (3x+8)=28 | | 3366.7+1591.5+726.6+405.3+95+95+95+95+95+95+l=1.95l | | 3x/2-x/6=12 | | 13=7+2x | | 4x-6=2(x+7) | | 1591.5+726.6+405.3+95+95+95+95+95+l=1.95l | | 3x-2-12x=1 | | 726.6+305.3+100+95+95+95+95+l=1.95l | | 405.3+95+95+95+l=1.95l | | 3x-(-6)+x=6 | | log(x-1)+log(x-3)=log(3x-7) | | 36=4(2p-3) | | (2/54x^2)^2 | | (1/2-1/3) | | 9x^2-20x=20x-21x^2 | | 1(2x)(x)=0 | | 1.95l=621.4+95+95+95+95+l | | -12x=x+13 | | 1.95l=305.3+95+95+95+l | | 1.95l=195+95+l | | 5x+50=8x+15 | | (x^2-x+1)(x^2-x+2)-12=0 | | 1.95l=1609.6+95+95+95+95+95+95+l | | 1.95l=1054.1+95+95+95+95+95+l | | 2*8+2*3=60 | | 1.95x=621.4+95+95+95+95+x | | 1.95x=305.3+95+95+95+x | | 1.95x=x+290 | | 7something-4=38 | | 3(6+7x)=-165 |