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Simplifying (3y + 1) = (6x + -13)(8x + -61) Reorder the terms: (1 + 3y) = (6x + -13)(8x + -61) Remove parenthesis around (1 + 3y) 1 + 3y = (6x + -13)(8x + -61) Reorder the terms: 1 + 3y = (-13 + 6x)(8x + -61) Reorder the terms: 1 + 3y = (-13 + 6x)(-61 + 8x) Multiply (-13 + 6x) * (-61 + 8x) 1 + 3y = (-13(-61 + 8x) + 6x * (-61 + 8x)) 1 + 3y = ((-61 * -13 + 8x * -13) + 6x * (-61 + 8x)) 1 + 3y = ((793 + -104x) + 6x * (-61 + 8x)) 1 + 3y = (793 + -104x + (-61 * 6x + 8x * 6x)) 1 + 3y = (793 + -104x + (-366x + 48x2)) Combine like terms: -104x + -366x = -470x 1 + 3y = (793 + -470x + 48x2) Solving 1 + 3y = 793 + -470x + 48x2 Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Add '-1' to each side of the equation. 1 + -1 + 3y = 793 + -470x + -1 + 48x2 Combine like terms: 1 + -1 = 0 0 + 3y = 793 + -470x + -1 + 48x2 3y = 793 + -470x + -1 + 48x2 Reorder the terms: 3y = 793 + -1 + -470x + 48x2 Combine like terms: 793 + -1 = 792 3y = 792 + -470x + 48x2 Divide each side by '3'. y = 264 + -156.6666667x + 16x2 Simplifying y = 264 + -156.6666667x + 16x2
| 19x-1=30 | | 10-2u=4u+4 | | 4.2x+47.3=1.7-7.2x | | 10x+7y=10 | | 3+7v=9v+6 | | r+s+9=p | | 7y+3+4x=0 | | 25=35.6/x | | 4(m+5)=20 | | 5+8w=10w-9 | | f(74)=.41(74+1) | | x+2y^2+12y+16=0 | | 1.1+0.5t=5 | | log2(1/8) | | f(75)=.41(75+1) | | 30-4a=8a+6 | | 2log(2x-8)=2 | | x+17y=1 | | 30-4b=12b-2 | | -13=5(1*4m)-2m | | 35=40/x | | 16-7b=-3b+2 | | 4=y/12 | | 5x-4-3x+7= | | -4x+3y=39 | | 15x^2+16-15=0 | | 9x+11y=-6 | | f(100)=.41(100+1) | | 8a+5=92 | | 2(x+6+x)=3x+3x+x | | 8i/(6-5i) | | f(0)=.41(0+1) |