What is the answer to 5s+(4-s)=9-(s-6) ?

The answer to 5s+(4-s)=9-(s-6) is s= 11/5

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5s+(4-s)=9-(s-6)

5 s + (4 - s) = 9 - (s - 6)

s = \frac{11}{5}

Decimal Notation

s = 2.2

Solution steps

5 s + (4 - s) = 9 - (s - 6)

Remove parentheses:

(a) = a

5 s + 4 - s = 9 - (s - 6)

Group like terms

5 s - s + 4 = 9 - (s - 6)

Add similar elements:

5 s - s = 4 s

4 s + 4 = 9 - (s - 6)

Expand

9 - (s - 6) : - s + 15

4 s + 4 = - s + 15

Move

4

to the right side

4 s = - s + 11

Move

s

to the left side

5 s = 11

Divide both sides by

5

s = \frac{11}{5}

y, x - 2 y = 1

3 x + 17 - 5 x = 12 - (6 x + 3)

15 (x + 3) = 60

8 x + 10 = 50

lo g_{3} (27) = 2 x

What is the answer to 5s+(4-s)=9-(s-6) ?
The answer to 5s+(4-s)=9-(s-6) is s= 11/5
Solve for s: 5s+(4-s)=9-(s-6)
The solution is s= 11/5