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Simplifying 7 + 2Y = 82 + -1Y Solving 7 + 2Y = 82 + -1Y Solving for variable 'Y'. Move all terms containing Y to the left, all other terms to the right. Add 'Y' to each side of the equation. 7 + 2Y + Y = 82 + -1Y + Y Combine like terms: 2Y + Y = 3Y 7 + 3Y = 82 + -1Y + Y Combine like terms: -1Y + Y = 0 7 + 3Y = 82 + 0 7 + 3Y = 82 Add '-7' to each side of the equation. 7 + -7 + 3Y = 82 + -7 Combine like terms: 7 + -7 = 0 0 + 3Y = 82 + -7 3Y = 82 + -7 Combine like terms: 82 + -7 = 75 3Y = 75 Divide each side by '3'. Y = 25 Simplifying Y = 25
| 4+3=3+4 | | y=0.4x-4 | | -5(t-1)+9t=8t-6 | | 4(6a-1)+4=2a | | 3(x+1)/4=2x-5 | | x-2(3-2x)=9 | | 4(6a-15)+4= | | a+70+c=790 | | y=4x-0.4 | | 4p-6=2(m-2p) | | (-19+7)=12 | | (4p-8)-(p-1)= | | 3+15k^2= | | 4x^4+32x^2=0 | | y=-4x+0.4 | | 6-15(5t+6)=t+6-(7+8)+1-2 | | 4x^4+32x^6=0 | | 5x^4-18x^2+9=0 | | y=(2k^2-8)x+2k+1 | | 6-15(5t+6)=t+6-(7+8)+8 | | 6-15(5t+6)=t+6-(7+8)+1 | | s=m+36.32 | | 2y+3x=24 | | 8h-25=47 | | 6-15(5t+6)=t+6-(7+8) | | 8m-15=49 | | 6-15(5+6)= | | 4x^4+32x^3=0 | | -5b+5b^4-10b=0 | | 6(4a-7)+(4a-15)=4(0-0)+28 | | 4x-40=560 | | [-19+7]=5 |