(9/5)/(21/10)=u

Simple and best practice solution for (9/5)/(21/10)=u 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 (9/5)/(21/10)=u equation: 


u in (-oo:+oo)

(9/5)/(21/10) = u // - u

(9/5)/(21/10)-u = 0

6/7-u = 0 // - 6/7

-u = -6/7 // * -1

u = 6/7

u = 6/7

See similar equations:

| 11/30*10/11= | | (9/5)/(21/10) | | 19.97=X(0.08)+X | | 20r^3+84r^2-80r=0 | | 5x+20x-60=0 | | 6s^2-19s+15=0 | | -4+12=16x-2-15x | | 12n+2-11n+6=14 | | (x^2-11x-30)/3X | | 3x/5-1/10x=x-5/2 | | 3x+5(2x+2)=88 | | logx1/16=4 | | -(5x+1)+5x=35-2x | | x^2+8x+23= | | -6=5-1 | | (5w-3)(5+w)=0 | | 5x^2-2y^2-10x+18y-10=0 | | 8x+15=60+3x | | X^3/4=279 | | 12u^1x^4y^5-16u^6x^7= | | x-(c/2)=(-3c/2) | | e^2c=3e | | 96x^2-58x-40= | | ln(3c-2)=ln(c^2) | | 6x-20=3x+1 | | Loga+logb=3 | | 24x-15=-28+24x | | -x^2+4y^2=25 | | (-21)(-10)=x | | x/-3=(-7)=6 | | -3(7)-2(5)=x | | (-1)49=x |

Equations solver categories