Question

What are the steps for this {3x\ -5}{3}=11x\ -5?

Answer 1

Question:-

solve it:-$\sf{\dfrac{3x-5}{3}=11x-5   }$      

Answer:

$\dashrightarrow\bold{\dfrac{3x-5}{3}=11x-5   }$

$\dashrightarrow\bold{3 \times (11x-5)=3x-5   }$ 

$\dashrightarrow\bold{(3 \times 11x)-(3\times 5)=3x-5   }$ 

$\dashrightarrow\bold{33x-15=3x-5   }$ 

$\longrightarrow \bold{33x-3x=-5+15   }$ 

$\longrightarrow \bold{30x=10   }$ 

$\mapsto\bold{x=\dfrac{10}{30}   }$ 

$\mapsto\bold{x=\dfrac{1\cancel{0}}{3\cancel{0}}   }$ 

$\hookrightarrow\tt{x=\dfrac{1}{3}   }$

Answer 2

Answer:

x = 1/3

Step-by-step explanation:

1. Remove  parenthesis.

3x −5/3 = 11x −5

2. Multiply both sides by 33.

3x -5 = 33x -15

3. Subtract 3x3x from both sides.

-5 = 33x -15 -3x

4. Simplify  33x-15-3x33x−15−3x  to  30x-15.

-5 = 30x - 15

5. Add 15 to both sides.

-5 + 15 = 30x

6. Simplify  -5+15 to  10.

10 = 30x

7. Divide both sides by 30.

10/30 = x

8. Simplify  10/30 to 1/3

1/3 = x

9. Switch sides.

x = 1/3

Decimal Form: 0.333333