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Simplifying (13y) = (20z + 3y) Reorder the terms: (13y) = (3y + 20z) Remove parenthesis around (3y + 20z) (13y) = 3y + 20z Solving (13y) = 3y + 20z Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Add '-3y' to each side of the equation. (13y) + -3y = 3y + -3y + 20z Combine like terms: (13y) + -3y = 10y 10y = 3y + -3y + 20z Combine like terms: 3y + -3y = 0 10y = 0 + 20z 10y = 20z Divide each side by '10'. y = 2z Simplifying y = 2z
| 2x+3y+4=7y+12 | | 8-12b=68 | | 15q-7=13 | | 4y=6x+0 | | 5-4xn=2+3xn | | .16-7.6t=-17.39+11.9t | | x(28)=1344 | | x-7=5x+21 | | 3a+2(a+6)=42 | | r(x)=8/5x | | 12.7n+19.78=8.1n | | 5x+3x+7=15 | | -14.1g=-18.3g-18.06 | | 12(5/6) | | -5t-15=1 | | 3w-7=13 | | 19.24-16.7y=-17.96-19.1y | | 1.75+h=4.75 | | (y^2+1)(y^4x+2+1)= | | 4y+25+x+30= | | 5.2c+7.95+15.3c=19.1c-10.67 | | -6p=-5p-11 | | X^2+y^2-16x+20y+124=0 | | 13-19d=-18d-7+4 | | 14-5q=-13-2q | | 20-3(2+4)= | | 3m+n=-4 | | (4x^3-36x)/4= | | -2-8u=-3-9u-5 | | -x+8y=-14 | | -9-3f=1-8f | | 2w+2*(3w)=112 |