a=(((((a+1)/4)+1)/3)+1)/2

Simple and best practice solution for a=(((((a+1)/4)+1)/3)+1)/2 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 a=(((((a+1)/4)+1)/3)+1)/2 equation:


a in (-oo:+oo)

a = (((a+1)/4+1)/3+1)/2 // - (((a+1)/4+1)/3+1)/2

a-((((a+1)/4+1)/3+1)/2) = 0

(-1*(((a+1)/4+1)/3+1))/2+a = 0

(-1*(((a+1)/4+1)/3+1))/2+(2*a)/2 = 0

2*a-1*(((a+1)/4+1)/3+1) = 0

23/12*a-17/12 = 0

(23/12*a-17/12)/2 = 0

(23/12*a-17/12)/2 = 0 // * 2

23/12*a-17/12 = 0

23/12*a-17/12 = 0 // + 17/12

23/12*a = 17/12 // : 23/12

a = 17/12/23/12

a = 17/23

a = 17/23

See similar equations:

| 1/a=2/a | | 24+3x=5y-32 | | 3x-4y=6x+5y | | 0.43478261*4=a+1 | | 0.47826087*3=c+1 | | 2z*3x/5y=2456 | | 0.7391304348*2=b+1 | | 345*a=x | | x^9=2.5 | | 24a=a+17 | | a*b*c=a/b/c | | a-b-c=a/b/c | | a+b+c=a/b/c | | abc=35 | | a-b-c=a*b*c | | a+b+c=a*b*c | | a+b+c=a-b-c | | 34+b+c=135 | | 3(y+2)=18(y+2)+1 | | x+x+x+x+x+x+x+x=324x | | x+x+x+x+x+x+x+x=324 | | -5*4+345=x | | (1+cos*7t)*sin*7t=0 | | 2014*x+2x-56*23x=2013x+234*34x-23x | | x*3.14=34 | | 2z=3y | | x^3=23 | | x+y+z=234 | | 2x/5+3=3x/6-2 | | 2x/3=3x/2 | | 2x*3=3x*2 | | 3x-x=x |

Equations solver categories