Question

X+y=35,36 y+z=3,24 x=? y=?​

Answer 1

Ответ:

xy=38,60............

Answer 2

To solve this system of equations, let's analyze each equation separately.

Equation 1: X + y = 35

Equation 2: y + z = 3

From Equation 1, we can isolate X by subtracting y from both sides:

X = 35 - y

Now, let's substitute this expression for X into Equation 2:

(35 - y) + z = 3

Simplifying, we have:

z = 3 - (35 - y) z = 3 - 35 + y z = y - 32

Now we have the values of X and z in terms of y:

X = 35 - y z = y - 32

From the given information, we have two more equations:

Equation 3: X + y = 36

Equation 4: y + z = 24

We can substitute the expressions for X and z into these equations:

Equation 3: (35 - y) + y = 36 35 - y + y = 36 35 = 36

This equation is inconsistent, meaning there is no solution that satisfies all the given equations. The system of equations you provided does not have a valid solution. Please double-check the equations or provide additional information if needed.