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Simplifying 8y + 32 = 7x + 56 Reorder the terms: 32 + 8y = 7x + 56 Reorder the terms: 32 + 8y = 56 + 7x Solving 32 + 8y = 56 + 7x Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Add '-32' to each side of the equation. 32 + -32 + 8y = 56 + -32 + 7x Combine like terms: 32 + -32 = 0 0 + 8y = 56 + -32 + 7x 8y = 56 + -32 + 7x Combine like terms: 56 + -32 = 24 8y = 24 + 7x Divide each side by '8'. y = 3 + 0.875x Simplifying y = 3 + 0.875x
| 10+9=13 | | 12345=678910 | | .667x+15=17 | | 8(5x+15)-6x= | | 9(4x-2)= | | -6=[18]b | | 12(9+8x)+14= | | 6-=b/18 | | (76x-70y)-(54x+23y)= | | 14574x+0.2=500000 | | (60x+49y)-(3x+26y)= | | -25+6d=5(9d+8) | | 2x^3-10x+10=0 | | d-(0.31)d= | | (48x+64y)-(28x-3y)= | | (85x-46y)-(54x+15y)= | | 2(x-3)+13(x+11)= | | b=(7/6-1/8)/5/3 | | (5x+11)+(6x-3)= | | 2w=750 | | 12(5x+12)+12x-11= | | 7x=5x+29 | | (44x+60y)+(-7x+42y)= | | (38x+63y)+(50x-30y)= | | -5s+8=-8 | | s=160x-x^2 | | 5x-9=(x-7) | | (16x+4y)+(38x+24y)= | | a=4/9-2/9x7/2 | | a=4/9-2/9*7/2 | | (47x+66y)+(-5x+46y)= | | 3log[4](7)=x |