expand the following a. 2(x+3) b. 5(2x-4) c. 4(2x+1) d. 6(x-4y)!

so you multiply the number in front (left) of the bracket with the values inside the brackets so
a. it’s 2 multiply x plus 2 multiply 3 which gets you 2x + 6
b. 5 multiply 2x and 5 multiply -4 = 10x - 20
c. 4 multiply 2x and 4 multiply 1 = 8x + 4
d. 6 multiply x and 6 multiply -4y = 6x - 24y

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anikroy anikroy · Answer 2 · 2022-06-22T07:08:40+02:00

The expressions can be expanded as 2x+6, 10x-20, 8x+4, and 6x-24y.

How can the given expressions be expanded?

The given expressions can be expanded by opening the brackets. When the brackets are opened, the number outside the bracket is multiplied by the terms inside the bracket using the distributive property.

We can find the expanded forms of the expressions as shown below:

The expressions are given as:

2(x+3), 5(2x-4), 4(2x+1) and 6(x-4y).

We can expand these expressions by opening the brackets. When the brackets are opened, the terms outside the bracket are multiplied by the terms inside the bracket. This is done using the distributive property. The expressions can be expanded as shown below:

2(x+3) = 4x+6

5(2x-4) = 10x-20

4(2x+1) = 8x+4

6(x-4y) = 6x-24y

We have found expanded expressions. The expanded expressions are found to be 2x+6, 10x-20, 8x+4, and 6x-24y.

Therefore, we have found that the expressions can be expanded as 2x+6, 10x-20, 8x+4, and 6x-24y.

Learn more about expanding expressions here: https://brainly.com/question/29114

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