What is the expression 4+8(3x−2)−7x when simplified? Apply the order of operations and the commutative and distributive properties. Show all your work 4point

Answer 1

To simplify the expression 4+8(3x−2)−7x, we need to apply the order of operations and the commutative and distributive properties.

First, we need to simplify the expression inside the parentheses:
3x - 2

Next, we need to distribute the 8 to the terms inside the parentheses:
8(3x - 2) = 24x - 16

Now, our expression becomes:
4 + 24x - 16 - 7x

Next, we combine the like terms:
(24x - 7x) + (4 - 16) = 17x - 12

Therefore, the simplified expression is 17x - 12.

Answer 2

can you make it sound human

Answer 3

Sure! Let's simplify the expression 4+8(3x−2)−7x step by step, taking into account the order of operations and the commutative and distributive properties.

First, let's focus on the expression inside the parentheses: 3x - 2.

Now, let's distribute the 8 to each term inside the parentheses: 8(3x - 2) = 24x - 16.

After distributing, our expression becomes: 4 + 24x - 16 - 7x.

Next, let's combine the like terms: (24x - 7x) + (4 - 16) = 17x - 12.

So, in simpler terms, the expression 4+8(3x−2)−7x simplifies to 17x - 12.

Answer 4

how do you get the 4 in the equation?