Question

1) (x – 23) · 14 = 56;3) 205 : (y - 27) = 41;​

Answer 1

Ответ:

1) (х-23)*14=56

14х-322=56

14х=56+322

14х=378

х=378/14

х=27

3) 205/(у-27)=41

(у-27)*41=205

41у-1107=205

41у=205+1107

41у=1312

у=1312/41

у=32

Удачи солнце))))))))))))))

Answer 2

Let's solve the given equations:

1. $(x - 23) \cdot 14 = 56$

First, distribute the 14 on the left side:

$14x - 322 = 56$

Now, isolate the variable $x$:

$14x = 56 + 322$

$14x = 378$

$x = \frac{378}{14}$

$x = 27$

So, the solution to the first equation is $x = 27$.

2. $\frac{205}{y - 27} = 41$

First, multiply both sides by $y - 27$:

$205 = 41 \cdot (y - 27)$

Distribute the 41 on the right side:

$205 = 41y - 41 \cdot 27$

Combine like terms:

$205 = 41y - 1107$

Now, isolate the variable $y$:

$41y = 205 + 1107$

$41y = 1312$

$y = \frac{1312}{41}$

The solution to the second equation is $y = \frac{1312}{41}$.