(30+j)+(30+j/3)+(30+j/3-15)=175

Simple and best practice solution for (30+j)+(30+j/3)+(30+j/3-15)=175 equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

If it's not what You are looking for type in the equation solver your own equation and let us solve it.

Solution for (30+j)+(30+j/3)+(30+j/3-15)=175 equation:


(30+j)+(30+j/3)+(30+j/3-15)=175

We simplify the equation to the form, which is simple to understand 
(30+j)+(30+j/3)+(30+j/3-15)=175

Simplifying:
(30+j)+(30 + 0.333333333333j)+(30+j/3-15)=175

Simplifying:
(30+j)+(30 + 0.333333333333j)+(30 + 0.333333333333j-15)=175

Simplifying terms in parentheses
(30+j)+(30 + 0.333333333333j)+(+15 + 0.333333333333j)=175

Remove unnecessary parentheses
30+j+(30 + 0.333333333333j)+(+15 + 0.333333333333j)=175

Remove unnecessary parentheses
+30+j+30 + 0.333333333333j+(+15 + 0.333333333333j+)=+175

Remove unnecessary parentheses
+30+j+30 + 0.333333333333j+15 + 0.333333333333j=+175

We move all terms containing j to the left and all other terms to the right. 
+1j + 0.333333333333j + 0.333333333333j=+175-30-30-15

We simplify left and right side of the equation. 
+1.66666666667j=+100

We divide both sides of the equation by 1.66666666667 to get j. 
j=60

See similar equations:

| 3-9=7+2v-1v | | 3t/5-5/8= | | -3z-14=-4z+10 | | 30+j+30+j/3+30+j/3-15=175 | | 7y-x=-7 | | A=3.15r^2 | | 5x+13=2(8x+10) | | 1.25n-3(0.25n+6)=12 | | .2x^2-.7x+.4=0 | | 6(6k-1)=-38 | | (7x-2)=(4x+12) | | 20=(m+4)9 | | 6a+2a=-36 | | 10y+15x=655 | | 4m+2.6=.11 | | -2(4)-5(5)+2(-2-3)2= | | 9(x-5)=8x-37 | | -3.2a-2=-4.5 | | -5m+9m=15 | | x=-x+2 | | 4+4.5y+45.52=0 | | (2x+1)*(2x-1)= | | 8(6x+2)+4(x+3)= | | (7x+2)=(4x+12) | | 10-x=22 | | 3a=5a+40 | | -1x+24=-9-12x | | r^2-8r+7=0 | | 4(-6-X)+2=10 | | 5d=10+-2.5 | | 3a=5a+5 | | 57+3x-9=180 |

Equations solver categories