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-3(3y-5)+2(2y+8)=0
We simplify the equation to the form, which is simple to understand
-3(3y-5)+2(2y+8)=0
Reorder the terms in parentheses
+(-9y+15)+2*(2y+8)=0
Remove unnecessary parentheses
-9y+15+2+*(+2y+8+)=0
Reorder the terms in parentheses
-9y+15+(+4y+16)=0
Remove unnecessary parentheses
-9y+15+4y+16=0
We move all terms containing y to the left and all other terms to the right.
-9y+4y=0-15-16
We simplify left and right side of the equation.
-5y=-31
We divide both sides of the equation by -5 to get y.
y=6.2
| -1.3x=-5.2 | | 6xy-7xy^5= | | x=x/3+8 | | (-9)/9+6=d | | 12x=17+5(3x-7) | | 6x-6/9=-2 | | 5xy-7xy^2= | | t^2+6-9=0 | | c+3/4=-114/5 | | 132-(-21)+45-(-21)= | | -5y-9=-(y)-1 | | 4(6x-3)-(5x+2)= | | 1+5v=5v | | 81-(-20)-14-(-50)+53= | | 4(5x-3)-(6x+4)= | | 2v+2m=q | | 5z^2-95=0 | | 2z^2-42=0 | | -12-3f=-3f-12 | | (1/x)+(1/x+2)=1/2 | | 30r^12= | | 30r/12 | | 2.5b+3.5b=11.94 | | 9.3+w=7 | | x^2-18x-35=0 | | 2e^4a=8e^6a | | 12+r=8 | | 21x^2+31x-42=0 | | 24x^2+41x-35=0 | | 24x+41x-35=0 | | 7-m=13 | | (9x-1)(2x+1)=6x |