What is the answer to 51/6 (n-4)+51/6 n=442 ?

The answer to 51/6 (n-4)+51/6 n=442 is n=28

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51/6 (n-4)+51/6 n=442

\frac{51}{6} (n - 4) + \frac{51}{6} n = 442

n = 28

Solution steps

\frac{51}{6} (n - 4) + \frac{51}{6} n = 442

\frac{51}{6} (n - 4) = \frac{17 ( n - 4 )}{2}

\frac{51}{6} n = \frac{17 n}{2}

\frac{17 ( n - 4 )}{2} + \frac{17 n}{2} = 442

Multiply both sides by

2

17 (n - 4) + 17 n = 884

Expand

17 (n - 4) + 17 n : 34 n - 68

34 n - 68 = 884

Move

68

to the right side

34 n = 952

Divide both sides by

34

n = 28

8 y = 24

3 n + 2 (- 2 n - 1)

x - 64 = 64 - x

4 x + 3 (x - \frac{1}{5}) \geq \frac{1}{5} (2 + x)

What is the answer to 51/6 (n-4)+51/6 n=442 ?
The answer to 51/6 (n-4)+51/6 n=442 is n=28
Solve for n: 51/6 (n-4)+51/6 n=442
The solution is n=28