Question
1. You can use your notebook notes from the lesson vocabulary instructions to assist with this assignment.
Read and fill in the blanks.
(1 point)
Put responses in the correct input to answer the question. Select a response, navigate to the desired input and insert the response. Responses can be selected and inserted using the space bar, enter key, left mouse button or touchpad. Responses can also be moved by dragging with a mouse.
When multiplying 2 negative fractions, the answer will be:
When multiplying 1 positive and 1 negative decimal, the answer will be: Response area
Question 2
(1 point)
2. When dividing fractions, keep the first fractions the same, change the division to
and then multiply by the
of the second fraction. This is also know as: Keep Change Flip
Question 3
3. Pick the best explanation for multiplying decimals.(1 point)
Responses
First, line up the decimals and place values, then multiply
First, line up the decimals and place values, then multiply
First turn the decimals into fractions, then multiply
First turn the decimals into fractions, then multiply
First multiply the numbers without the decimals, then add the decimal places back in answer
First multiply the numbers without the decimals, then add the decimal places back in answer
Question 4
(1 point)
4. What is the sign of the answer to this problem: −13 ° (−25) ° (−14)=
, How many decimal places will the answer to this problem have Remember that a dot in math represents multiplication: 23.4 ° (−1.23)
Question 5
5. Which of the following shows the distributive property accurately for this problem:
-3(4 + 7)
(1 point)
Responses
-3(4) + 7
-3(4) + 7
3(4) + 3(7)
3(4) + 3(7)
-12 + 3(7)
-12 + 3(7)
-3(4) + -3(7)
-3(4) + -3(7)
Read and fill in the blanks.
(1 point)
Put responses in the correct input to answer the question. Select a response, navigate to the desired input and insert the response. Responses can be selected and inserted using the space bar, enter key, left mouse button or touchpad. Responses can also be moved by dragging with a mouse.
When multiplying 2 negative fractions, the answer will be:
When multiplying 1 positive and 1 negative decimal, the answer will be: Response area
Question 2
(1 point)
2. When dividing fractions, keep the first fractions the same, change the division to
and then multiply by the
of the second fraction. This is also know as: Keep Change Flip
Question 3
3. Pick the best explanation for multiplying decimals.(1 point)
Responses
First, line up the decimals and place values, then multiply
First, line up the decimals and place values, then multiply
First turn the decimals into fractions, then multiply
First turn the decimals into fractions, then multiply
First multiply the numbers without the decimals, then add the decimal places back in answer
First multiply the numbers without the decimals, then add the decimal places back in answer
Question 4
(1 point)
4. What is the sign of the answer to this problem: −13 ° (−25) ° (−14)=
, How many decimal places will the answer to this problem have Remember that a dot in math represents multiplication: 23.4 ° (−1.23)
Question 5
5. Which of the following shows the distributive property accurately for this problem:
-3(4 + 7)
(1 point)
Responses
-3(4) + 7
-3(4) + 7
3(4) + 3(7)
3(4) + 3(7)
-12 + 3(7)
-12 + 3(7)
-3(4) + -3(7)
-3(4) + -3(7)
Answers
GPT-4o mini
Here are the answers for each question based on the information provided:
**Question 1**
When multiplying 2 negative fractions, the answer will be: **positive**
When multiplying 1 positive and 1 negative decimal, the answer will be: **negative**
---
**Question 2**
When dividing fractions, keep the first fraction the same, change the division to **multiplication** and then multiply by the **reciprocal** of the second fraction. This is also known as: **Keep Change Flip**
---
**Question 3**
Pick the best explanation for multiplying decimals.
**First multiply the numbers without the decimals, then add the decimal places back in the answer.**
---
**Question 4**
What is the sign of the answer to this problem: −13 ° (−25) ° (−14)= **negative**
How many decimal places will the answer to this problem have: **one** (for the multiplication of 23.4 ° (−1.23), only the decimal from 23.4 is counted, which is one decimal place).
---
**Question 5**
Which of the following shows the distributive property accurately for this problem:
-3(4 + 7)
**-3(4) + -3(7)**
This shows the correct application of the distributive property with a negative coefficient.
Feel free to reach out if you have any further questions!
**Question 1**
When multiplying 2 negative fractions, the answer will be: **positive**
When multiplying 1 positive and 1 negative decimal, the answer will be: **negative**
---
**Question 2**
When dividing fractions, keep the first fraction the same, change the division to **multiplication** and then multiply by the **reciprocal** of the second fraction. This is also known as: **Keep Change Flip**
---
**Question 3**
Pick the best explanation for multiplying decimals.
**First multiply the numbers without the decimals, then add the decimal places back in the answer.**
---
**Question 4**
What is the sign of the answer to this problem: −13 ° (−25) ° (−14)= **negative**
How many decimal places will the answer to this problem have: **one** (for the multiplication of 23.4 ° (−1.23), only the decimal from 23.4 is counted, which is one decimal place).
---
**Question 5**
Which of the following shows the distributive property accurately for this problem:
-3(4 + 7)
**-3(4) + -3(7)**
This shows the correct application of the distributive property with a negative coefficient.
Feel free to reach out if you have any further questions!