11.97=3.99(j+1)+3.99

Simple and best practice solution for 11.97=3.99(j+1)+3.99 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 11.97=3.99(j+1)+3.99 equation: 


Simplifying
11.97 = 3.99(j + 1) + 3.99

Reorder the terms:
11.97 = 3.99(1 + j) + 3.99
11.97 = (1 * 3.99 + j * 3.99) + 3.99
11.97 = (3.99 + 3.99j) + 3.99

Reorder the terms:
11.97 = 3.99 + 3.99 + 3.99j

Combine like terms: 3.99 + 3.99 = 7.98
11.97 = 7.98 + 3.99j

Solving
11.97 = 7.98 + 3.99j

Solving for variable 'j'.

Move all terms containing j to the left, all other terms to the right.

Add '-3.99j' to each side of the equation.
11.97 + -3.99j = 7.98 + 3.99j + -3.99j

Combine like terms: 3.99j + -3.99j = 0.00
11.97 + -3.99j = 7.98 + 0.00
11.97 + -3.99j = 7.98

Add '-11.97' to each side of the equation.
11.97 + -11.97 + -3.99j = 7.98 + -11.97

Combine like terms: 11.97 + -11.97 = 0.00
0.00 + -3.99j = 7.98 + -11.97
-3.99j = 7.98 + -11.97

Combine like terms: 7.98 + -11.97 = -3.99
-3.99j = -3.99

Divide each side by '-3.99'.
j = 1

Simplifying
j = 1

See similar equations:

| -n+20=5n-20-4n | | (.01*0)+(.05*40)+(.1*150)+(.25*80)+(1*28)+(5*3)+(10*2)+(20*0)+(50*0)+(100*0)+(2*0)= | | y+11=9 | | -6=-2.5y | | 5.2x^2-28.8+32=320 | | 7x-3y=121 | | 6z-5z+4=9 | | 33.8=26t+20t^2 | | -(3-3)-(2x-6)+3=-5(x-1)-(3x+2)+3 | | 33.8=26t-20t^2 | | 10g=11g-18 | | X-10y=-2 | | 7a^2b+4ab^2-6ab^2-2a^2b+9ab= | | 25-8x=10+7x | | 2h-h-1=17 | | 7+7c=-4+6c+7 | | 6x-0.75=2x+6.75 | | Y=-15x+10 | | -22=-40+e | | N*300=.6 | | -8+9=18x-4 | | 2B+10=50 | | 24-x^2=5x | | 3A+8=62 | | 6(x+4)-7=2x+4(3+x) | | 5x+7x-16=64-4x | | 8=1.88a | | 6y+5=12 | | 73=-5-6(-1+3x) | | -5y+5=-y-10-5y | | 5x-2+2x+6=63 | | c^2+6c=7 |

Equations solver categories