(4(f^4)^2f)/(8f^10)

Simple and best practice solution for (4(f^4)^2f)/(8f^10) 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 (4(f^4)^2f)/(8f^10) equation: 


D( f )

8*f^10 = 0

8*f^10 = 0

8*f^10 = 0

8*f^10 = 0 // : 8

f^10 = 0

f = 0

f in (-oo:0) U (0:+oo)

(4*f*(f^4)^2)/(8*f^10) = 0

1/2*f^-1 = 0 // : 1/2

f^-1 = 0

f należy do O

f belongs to the empty set

See similar equations:

| 2x-5=6x-10 | | (-6x^8)(0)= | | 10x-33=47 | | -5x+7=3-7x | | -1/2x-2=-1 | | 1204.2528=2*3.14*(6.8*6.8)+2*3.14*6.8*h | | 37+9p=65+7p | | 2x^2=-12x-9 | | 2x-8=4(x-3) | | 12d+4=3d+76 | | 5x-1=8x+16 | | ex+x+2=0 | | 3/5x-1/2=5/6 | | 36a^2+24ab+4b^2= | | X/4-6=3 | | 12x-3=6x-2 | | 6.4m-3.5=12.5 | | 4y=y-19 | | x+100+20=180 | | X/4-6= | | lnx+x+2=0 | | X^2-2*b*x+2*b+15=0 | | F(3y)= | | X^2-2b*x+2b+15=0 | | .9(8x+4)=.7-(x-3) | | X^2-2bx+2b+15=0 | | 2(x-2)=10.2 | | y-4=1/6(x-3) | | 2a-6=62 | | e=40 | | 16+y=x | | 2(a+7)=14.6 |

Equations solver categories