((18^5)(y^4)(2))^(1/2)

Simple and best practice solution for ((18^5)(y^4)(2))^(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 ((18^5)(y^4)(2))^(1/2) equation:


D( y )

2*18^5*y^4 < 0

2*18^5*y^4 < 0

2*18^5*y^4 < 0

3779136*y^4 < 0

3779136*y^4 < 0 // : 3779136

y^4 < 0/3779136

y^4 < 0

y belongs to the empty set

y in (-oo:+oo)

(2*18^5*y^4)^(1/2) = 0

1944*y^2 = 0 // : 1944

y^2 = 0

y = 0

y = 0

See similar equations:

| y=(2+2)*2-3 | | 15/2x7/5 | | y=(1+2)*2-3 | | y=(-1+2)*2-3 | | 4x+1x=25 | | y=(-2+2)*2-3 | | 56=10logx | | (1-3i)(3+4i)= | | (8+w)(4w-7)=0 | | (-3+7i)+(8+7i)= | | x-(-15)=-22 | | 7(-5)+(5y)=35 | | (7+2i)+(8-9i)= | | 19p+p=11-3p | | 7z^10v^8/-2z^3v^5 | | 3x+12y=48 | | 7(0)+(5y)=35 | | 4(3q-1)-5+3(1-q)=0 | | 7(-3)+5(y)=35 | | 6n=138 | | 3x^3=4(2x-1) | | (4-u)(4u+1)=0 | | 7(5)+5(y)=35 | | v-5/6=9/4 | | (3-2i)(3-2i)= | | 3(5z-1)-5(z+6)=4(z+1) | | v-5/6=21/4 | | C=-30n^2+600n+6000 | | (3-2i)squared= | | 5*x=ln*32 | | (3-2i)2= | | 54+7j=4 |

Equations solver categories