Question

Дана система двух линейных уравнений: {y+24x=2 {9y−24x=4 Найди значение переменной y.

Answer 1

{у+24х=2
{9у-24х=4
__________
{у+24х=2
+
{9у-24х=4
__________
10у=6
у=6:10
у=0,6
__________
Ответ:у=0,6

Answer 2

Y+24x=2,
9y-24y=4;

10y=6,
y+24x=2;

y=0,6,
0,6+24x=2;

y=0,8
x=0

Answer 3

Solving the System of Linear Equations

To find the value of the variable y in the given system of linear equations: 1. y + 24x = 2 2. 9y - 24x = 4

We can solve this system using the method of substitution or elimination. Let's use the method of substitution to find the value of y.

First, let's solve equation (1) for y: y = 2 - 24x.

Now, substitute the value of y from equation (1) into equation (2): 9(2 - 24x) - 24x = 4.

Solving for x: 18 - 216x - 24x = 4 18 - 240x = 4 -240x = 4 - 18 -240x = -14 x = -14 / -240 x = 7 / 120.

Now that we have found the value of x, we can substitute it back into the equation y = 2 - 24x to find the value of y: y = 2 - 24 * (7 / 120).

Calculating the value of y: y = 2 - (7 / 10) y = 13 / 10.

Conclusion

The value of the variable y in the given system of linear equations is 13 / 10.