Mister Exam

Lang:

How to use it?
x-28*y=390335; y=x/46
(nx+2x)*22.4=3.136; nx*44+2x*36.5=5.86
log3(x)+log3(y)=3; x-y=-6
9x−14y=−3; 2x−ay=−6
Identical expressions
(nx+2x)* twenty-two . four = three . one hundred and thirty-six ; nx* forty-four +2x* thirty-six . five = five . eighty-six
(nx plus 2x) multiply by 22.4 equally 3.136; nx multiply by 44 plus 2x multiply by 36.5 equally 5.86
(nx plus 2x) multiply by twenty minus two . four equally three . one hundred and thirty minus six ; nx multiply by forty minus four plus 2x multiply by thirty minus six . five equally five . eighty minus six
(nx+2x)22.4=3.136; nx44+2x36.5=5.86
nx+2x22.4=3.136; nx44+2x36.5=5.86
Similar expressions
(nx+2x)*22.4=3.136; nx*44-2x*36.5=5.86
(nx-2x)*22.4=3.136; nx*44+2x*36.5=5.86

(nx+2x)22.4=3.136; nx44+2x*36.5=5.86

You have entered [src]

(n*x + 2*x)*112   392
--------------- = ---
       5          125

$$\frac{112 \left(n x + 2 x\right)}{5} = \frac{392}{125}$$

         2*x*73   293
n*x*44 + ------ = ---
           2       50

$$\frac{73 \cdot 2 x}{2} + 44 n x = \frac{293}{50}$$

73*(2*x)/2 + 44*(n*x) = 293/50

Rapid solution

$$n_{1} = 5$$
=
$$5$$
=

$$x_{1} = \frac{1}{50}$$
=
$$\frac{1}{50}$$
=

0.0200000000000000

Numerical answer [src]

n1 = 5.0
x1 = 0.02

n1 = 5.0
x1 = 0.02

(nx+2x)*22.4=3.136; nx*44+2x*36.5=5.86