x^(log2,x)=(1/4)*(x^3)

Simple and best practice solution for x^(log2,x)=(1/4)*(x^3) 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 x^(log2,x)=(1/4)*(x^3) equation:


1;7;1;8;1;1

x = x/2+1

3;8;3;4;0;0

2;3;1;3;2;5

y-5 = (1/2)*(x-2)

See similar equations:

| 5u+9v-5(9u-6v)= | | x^(log2x)=(1/4)*(x^3) | | 6-16m-10=18+6m | | 2x+2(x-1)+(5x+2)=180 | | 3x+5+8x-14=90 | | y-5=1/2(x-2) | | 3-4(x+2)=7x-5 | | 5n+4n=70 | | -3(n+3)=15 | | -2v+4=-4v+8 | | -3+7x-2x=57 | | 2(c-18)=-16 | | -1+p-10p=-8p-8 | | 4y-9+y+36=7y+30-5y | | 4xin(1/x)-5x=0 | | 1=-5x+4x+6 | | -10s=-9s-6 | | 9x+17+5x+3=104 | | X+x+x+14=334 | | 2z+10=-8z | | (X+4)(3x-2)=576 | | 10k-3-5k=-8+6k | | (x-2)(x+i)(x-i)(x+(3+i))(x+(3-i))=0 | | 5x+2=-22-x | | -3+5z=6z | | 2b+14=-8 | | -5q=-8q+6 | | 11-x/4=9 | | N=-27+(N-1)10 | | 7u=6u-7 | | -9m=8-8m | | 1-c=-2c+7 |

Equations solver categories