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Simplifying (3x) + (9y) = 75 Solving (3x) + (9y) = 75 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add '(-9y)' to each side of the equation. (3x) + (9y) + (-9y) = 75 + (-9y) Combine like terms: (9y) + (-9y) = 0 (3x) + 0 = 75 + (-9y) (3x) = 75 + (-9y) Divide each side by '3'. x = 25 + (-3y) Simplifying x = 25 + (-3y)
| f(x)=x^2-8x+19 | | R^2+66=-14r | | R^2+66=-15 | | -65.379=7.2(9c+1) | | 0.08-0.01(x+1)=-0.2(4-x) | | -1+9x=-64 | | 3x^2-4x-56=x^2+2x | | 3x^2-4x-56=x^2+3x | | -2x-1+6x=87 | | -2(p+21)+-9=37 | | 13/52=x/-12 |