nt5/-16=-1 - solution

Simple and best practice solution for nt5/-16=-1 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 nt5/-16=-1 equation:

Oblicz to!

1;2;1;2

(4)^(1/2)

1 = b/8

(25)^(1/2)

(1/10)*x^3-((1/10)*x^2)-(3*x) = 0

See similar equations:

| 3(5x-1)=5(5x+1)+40 | | 8r-2=-9+7r | | 1=b/8 | | 2x^2-16x-66=-8 | | 1/10x^3-1/10x^2-3x=0 | | 10x+15=12x | | 8x^2+16x-14=0 | | 10k^2-20k+12=3 | | (2.5x(10x9))/(5x(10x3)) | | 162x-36x^2+x^3=324 | | d^2+10d-39=0 | | X+-8x=-14 | | sin(x+40)=0.7 | | -4-4v^2=-284 | | 13b-7=-46 | | 3w^2-21w+30=0 | | 10v^2+1=11 | | (x+11)+(5x+2)+(3x+5)=180 | | -3-8n^2=443 | | 8n^2-7=385 | | (z+3)(3x+5)=7 | | 5-2(4x-1)=4(5-2x) | | log(16-3x)=1 | | 2-3x-35x^2=0 | | X^2-6x+48=0 | | 6n(n+1)=3-n | | 4x-8=-4(-2x-3) | | 3p^2-7p+4=0 | | (2x^3-6x+1)-(4x^3-2x-3)= | | 4x^3+3x=x | | y+2=4(x-8) | | 11x-47=49-21x |

Equations solver categories