B^2H^5x/E^4R=T^3k/y

Simple and best practice solution for B^2H^5x/E^4R=T^3k/y 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 B^2H^5x/E^4R=T^3k/y equation: 


D( x )

e^4 = 0

e^4 = 0

e^4 = 0

e^4 = 0

x belongs to the empty set

x in (-oo:+oo)

((B^2*H^5*x)/(e^4))*R = (T^3*k)/y // - (T^3*k)/y

((B^2*H^5*x)/(e^4))*R-((T^3*k)/y) = 0

(1/(e^4))*B^2*H^5*R*x-(T^3*k*y^-1) = 0 // + T^3*k*y^-1

(1/(e^4))*B^2*H^5*R*x = T^3*k*y^-1 // : (1/(e^4))*B^2*H^5*R

x = (T^3*k*y^-1)/((1/(e^4))*B^2*H^5*R)

x = (T^3*k*y^-1)/((B^2*H^5*R)/(e^4))

x = (T^3*k*y^-1)/((B^2*H^5*R)/(e^4))

See similar equations:

| 1.50(534-y)+2y=879.50 | | Yk+yq=r | | 3(x-2)+4x-5=7(x-1)-6 | | 4a-7=5(a-2)+1 | | 7p+6=6p+8 | | 12+y=6(2y+1) | | (x+4)(x+4)(x+4)(x+4)-4096=0 | | -3x+5=-4x+7 | | (w-9)(w+9)= | | (5/d)=(2/6) | | -13+2r=5(-2+7r)-3 | | X-19=-17 | | sqrt(17x-4)=x+4 | | -1/31-8x=2 | | 12-3(2w+1)=8w-3(8+w) | | y-2= | | 8x+33=49 | | -1+3x=29 | | 10h+40=200 | | -98-9x=92+x | | 4x+8=58 | | 6a+12=7a+11 | | 8-4.9x^2=0 | | 12-3(w+1)=8w-3(8+w) | | (a/5)=(45/15) | | 5=-5+5x | | 20+8(q+11)=-12 | | (x-2)+8=-7 | | 8-4.9x=0 | | -7=-17+n | | 48+8=58 | | 25-5c=8 |

Equations solver categories