Question

A+b+c=224 a=b-13 a=c+5 a=? b=? c=?​

Answer 1

Ответ:

a=206

b=5

c=13

Неправильно

Answer 2

To solve the given system of equations, we'll substitute the expressions for $a$, $b$, and $c$ into the first equation $a + b + c = 224$:

1. Substitute $a = b - 13$ into the equation: $b - 13 + b + c = 224$

2. Substitute $c = a - 5$ into the equation: $b - 13 + b + (a - 5) = 224$

Now, let's solve for $a$, $b$, and $c$:

From the second equation, we can express $b$ in terms of $a$: $2b = 224 + 13 + 5$ $2b = 242$ $b = 121$

Substitute $b$ into the equation $a = b - 13$: $a = 121 - 13$ $a = 108$

Substitute $a$ and $b$ into the third equation $a = c + 5$: $108 = c + 5$ $c = 103$

So, the values of $a$, $b$, and $c$ are: $a = 108$ $b = 121$ $c = 103$