**Solve the following equation: 6y – 20 = 2y – 4.** We share the solution of this equation with you in detail. We recommend that you examine it carefully.

**Solve the following equation: 6y – 20 = 2y – 4.**

**Answer:**=> The value of y is 4.

**Step-by-step explanation:**

- Given that:-

- To find:- The value of the expression,

- To find the value of x, we must apply the transposition method:

- As we have,

- Now add both sides by , =>

- Simplifying it further, we get =>

- =>

- Subtract both sides by , =>

- =>

- Now, divide both sides by : =>

**Hence, the required solution is 4.**

**Second answer to Solve the following equation: 6y – 20 = 2y – 4.**

The solution to 6*y* – 20 = 2*y* – 4 is *y* = 4. The four rules that we use to solve linear equations in one variable are as follows:

- We can add or subtract the same number or term on both sides of the equation.
- We can multiply or divide the same non-zero number or term on both sides of the equation.
- We can interchange sides of the equation.
- We can simplify either side of the equation.

Each of the rules here does not change the solution of a single-variable linear equation. As such, they are used to continually rewrite the equation until we take the variable to one side. This process for the equation is as follows:

- 6
*y*– 20 = 2*y*– 4 - Using rule 1, add 20 to both sides of the equation, and subtract 2
*y*from both sides of the equation.- 6
*y*– 20 +20 – 2*y*= 2*y*– 4 + 20 – 2*y*

- 6
- Using rule 4, simplify both sides of the equation.
- 4
*y*= 16

- 4
- Using rule 2, divide both sides of the equation by 4.
*y*= 4

We get that the equation *y* = 4 has the same solution as 6*y* – 20 = 2*y* – 4. In other words, the solution to the equation 6*y* – 20 = 2*y* – 4 is *y* = 4.

We have given you a detailed explanation on [**Solve the following equation: 6y – 20 = 2y – 4.**]. We answered in two different ways. Do you have any other questions? Then don’t forget to join us in the comments. So let’s answer your questions.

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