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Simplifying 3(2u + 5) = 4(4 + -1u) Reorder the terms: 3(5 + 2u) = 4(4 + -1u) (5 * 3 + 2u * 3) = 4(4 + -1u) (15 + 6u) = 4(4 + -1u) 15 + 6u = (4 * 4 + -1u * 4) 15 + 6u = (16 + -4u) Solving 15 + 6u = 16 + -4u Solving for variable 'u'. Move all terms containing u to the left, all other terms to the right. Add '4u' to each side of the equation. 15 + 6u + 4u = 16 + -4u + 4u Combine like terms: 6u + 4u = 10u 15 + 10u = 16 + -4u + 4u Combine like terms: -4u + 4u = 0 15 + 10u = 16 + 0 15 + 10u = 16 Add '-15' to each side of the equation. 15 + -15 + 10u = 16 + -15 Combine like terms: 15 + -15 = 0 0 + 10u = 16 + -15 10u = 16 + -15 Combine like terms: 16 + -15 = 1 10u = 1 Divide each side by '10'. u = 0.1 Simplifying u = 0.1
| 11x+27=5x+11 | | 4x+13=3x-5 | | 2(2x)+10=3x+13 | | 116=4n | | 4(-2)-5= | | 3x=123 | | 9-4(-8x-3)= | | 3x=23 | | 3x-8=2x+18 | | (7y+2)-(2y-3)= | | (2x-6)2=16 | | 7-3x=5-2x | | 5(4.2y-2.4)=1.5(8y-4) | | -(2y+6z+9)= | | 5x-4=3-x | | -7a^2=21 | | -7x+5x+16-11x= | | 3x^4=81x^3 | | 72-4x=32x+20 | | 42=2-10x | | 3+2x+7=57 | | x^2-100=3500 | | 11-9x=141-44x | | 4x+2=42 | | [(9z^2-[5z-z^2])+4z^2]= | | 12x+1=-2+z | | 2x^2+10=410 | | 4x*3x^2= | | 1.5n+4n=3.5(n-4) | | 12(t-4)+3t=5(3t+5)-10 | | -[3z^2+5z-(2z^2-5z)]= | | 4x-12+5=7 |