Question

6,1−6+(−2,32n)=−4+6,1−2,72n

Answer 1

Ответ:

$n=5$

Объяснение:

$6,1-6+(-2,32n)=-4,+6,1-2,72n\\0,1-2,32n=2,1-2,72n\\-2,32n+2,72n=2,1-0,1\\0,4n=2\\n=\frac{2}{0,4}\\n=5$

Answer 2

-2,32n+2,72n=-4+6,1-6,1+6
0,4n=2
n=2:0,4
n=5

Answer 3

To solve for the value of 'n' in the given equation:

6.1 - 6 + (-2.32n) = -4 + 6.1 - 2.72n

First, let's combine the like terms on both sides of the equation:

(6.1 - 6) + (-2.32n) = (-4 + 6.1) - 2.72n

0.1 - 2.32n = 2.1 - 2.72n

Now, let's isolate the terms with 'n' on one side by adding 2.32n and adding 2.72n to both sides:

0.1 + 2.72n - 2.32n = 2.1

0.4n = 2.1

Now, solve for 'n' by dividing both sides by 0.4:

n = 2.1 / 0.4

n = 5.25

So, the solution for the equation is n = 5.25.