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Simplifying 5z + 2z = 35 Combine like terms: 5z + 2z = 7z 7z = 35 Solving 7z = 35 Solving for variable 'z'. Move all terms containing z to the left, all other terms to the right. Divide each side by '7'. z = 5 Simplifying z = 5
| -8x+7=19 | | 4(3x-3)-2=4(x-2)+18 | | 15k-10k-4k=16 | | 0=1-4x^2 | | 11x-20=10x+3 | | (6x-100)+(2x+4)=180 | | f(x)=1-4x^2 | | (2x+1)-(4x-3)= | | 3.5d+6.25=1+5.25d | | 2z+3z=35 | | 7y-5=14y+37 | | x^3+3*x+10=0 | | x^3+3*x-10=0 | | 2x-13=-x+29 | | 6c-5c-c+4c=20 | | (4x+8)+6x=180 | | -7s(9s+4)=0 | | 35p-20q=350 | | 2tanx/1-tan^2=1 | | (-6n+7)(n+8)=0 | | 16x-x-14x=8 | | 18x+5=9+2 | | 124.96-5.00=29.99 | | 4a-9=6+a | | 9(3x-1)=40 | | -3z(-5z+6)=0 | | 180=2x+2y+70 | | .18x-15=-2x+25 | | 29.99+5.00=124.96 | | 3.9+1.3z=0 | | 20=12+a(0.5) | | 72/2x^x |