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Simplifying 5z + 2z = 56 Combine like terms: 5z + 2z = 7z 7z = 56 Solving 7z = 56 Solving for variable 'z'. Move all terms containing z to the left, all other terms to the right. Divide each side by '7'. z = 8 Simplifying z = 8
| 6(m+4)-2m=8 | | 11n=10n+22 | | 5x+4=4x | | 10=4(y-1) | | f(2)=8x^2-7x+3 | | 1/4(4x-8)=x-2 | | 2.4-4.1= | | f(0)=8x^2-7x+3 | | -4y+7=a+32 | | f(-1)=8x^2-7+3 | | -6-(1+6k)=-12-5k | | 5.8w+1.1=6.3w+5.6 | | 3x^2+30x+3y^2=0 | | 9-7x-5-5x=7 | | -4(3b+2)+(13b+-4)=0 | | x+7-x=4 | | q=5m+5z | | f(-1)=8x^2-7x+3 | | y-8.6=-6.3 | | 7s^2-48s-64=0 | | y-8.6=6.3 | | 35=3x+5 | | x-403=4+x | | 11.3-7.2f=15.76 | | 6b-3=17 | | 4(2x+2)+2=-6x+10 | | 9(5x+1)=4x-6x | | 3m-13=24 | | 12x+6+6x=44 | | f(-2)=8x^2-7x+3 | | x+(-2)=8 | | 6y-8x=5 |