3^x+3^(x-1)+3^(x+1)=117

Simple and best practice solution for 3^x+3^(x-1)+3^(x+1)=117 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 3^x+3^(x-1)+3^(x+1)=117 equation: 



3^x+3^(x-1)+3^(x+1)=117

We move all terms to the left:

3^x+3^(x-1)+3^(x+1)-(117)=0

We move all terms containing x to the left, all other terms to the right

3^x+3^(x-1)+3^(x+1)=117

See similar equations:

| 2-3x=x-5 | | x+20=22.5 | | 4(x+20)=90 | | Y=1x+400 | | Y=x+400 | | 4t^2+13t-9=0 | | -30+7x=76-x | | 12+1/6/x=17-1/3/x | | 4-4x=8x-20 | | 5x+20+3x-40=180 | | 42=-14n-154 | | 200*x+500=10*2^x | | 28x=-28x+168 | | 5x-5=7x-15 | | 9v-71=-8 | | 128x=16480 | | (9x-27)=126 | | X*y=165 | | 73=t+37 | | 3n+16=-11 | | -4-x+3+2x=40 | | 2h-4=240 | | 4c+55=159 | | 3x+6=11-x | | 3(x^2)+5.5x-2.5=0 | | -5x-3(2x-6)=0 | | X+2/4-1/2=x-6/3 | | 124+19+x=863/6 | | 1051-z=252 | | (x+3)(x-5)=(x+1)(x-2) | | 7a+9-23-4a=19 | | 6n+55+8=141 |

Equations solver categories