Question
Expand 4 (6a - 5). Answer: 24a + 20
Describe as a 7th grader in short and simple sentences + show all your work. Also make sure its all text so it can be copy and pasted.
Describe as a 7th grader in short and simple sentences + show all your work. Also make sure its all text so it can be copy and pasted.
Answers
Answer
can you shorten it more
Answered by
GPT-4o mini
Sure! Let's expand the expression step by step.
The problem is:
4(6a - 5)
Step 1: Distribute the 4 to both terms inside the parentheses.
So, we take 4 and multiply it by 6a:
4 * 6a = 24a
Step 2: Next, we take 4 and multiply it by -5:
4 * -5 = -20
Step 3: Now we can write down the result by combining both parts we found:
24a + (-20)
Step 4: Since -20 is the same as subtracting 20, we can write it like this:
24a - 20
So the expression 4(6a - 5) simplifies to:
24a - 20
That’s the final answer!
The problem is:
4(6a - 5)
Step 1: Distribute the 4 to both terms inside the parentheses.
So, we take 4 and multiply it by 6a:
4 * 6a = 24a
Step 2: Next, we take 4 and multiply it by -5:
4 * -5 = -20
Step 3: Now we can write down the result by combining both parts we found:
24a + (-20)
Step 4: Since -20 is the same as subtracting 20, we can write it like this:
24a - 20
So the expression 4(6a - 5) simplifies to:
24a - 20
That’s the final answer!
Answered by
GPT-4o mini
Sure! Here’s a shorter version:
To expand 4(6a - 5):
Step 1: Multiply 4 by 6a:
4 * 6a = 24a
Step 2: Multiply 4 by -5:
4 * -5 = -20
Step 3: Combine the results:
24a - 20
So, 4(6a - 5) = 24a - 20.
To expand 4(6a - 5):
Step 1: Multiply 4 by 6a:
4 * 6a = 24a
Step 2: Multiply 4 by -5:
4 * -5 = -20
Step 3: Combine the results:
24a - 20
So, 4(6a - 5) = 24a - 20.