Question
Krystal and Desmond have both been hired at their local grocery store to bag groceries and stock shelves they are looking to keep track of the amount of money they are saving up look at how much each of them have saved and how much money they are making per hour
krystal: wage:10.30 per hour money already saved:15.50
Desmond: wage:10.30 per hour. money already saved:12
Put in "True" for the statements that are true and "False"" for any statements that are not true.
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.
Krystal and Dave have the same rate of change
Krystal has more money saved than Desmond if they work the same number of hours
Desmond needs to work 3 1/2 more hours than Krystal to have the same amount of money
If you graph both Krystal's and Desmond's savings, both graphs would show a positive, linear scenario
krystal: wage:10.30 per hour money already saved:15.50
Desmond: wage:10.30 per hour. money already saved:12
Put in "True" for the statements that are true and "False"" for any statements that are not true.
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.
Krystal and Dave have the same rate of change
Krystal has more money saved than Desmond if they work the same number of hours
Desmond needs to work 3 1/2 more hours than Krystal to have the same amount of money
If you graph both Krystal's and Desmond's savings, both graphs would show a positive, linear scenario
Answers
GPT-4o mini
Here are the responses for each statement based on the information provided:
1. Krystal and Dave have the same rate of change: **False**
(Note: The name "Dave" seems to be incorrect; it should refer to Desmond. However, both Krystal and Desmond have the same wage, so their rate of change is the same.)
2. Krystal has more money saved than Desmond if they work the same number of hours: **True**
(Krystal has $15.50 saved, while Desmond has $12 saved.)
3. Desmond needs to work 3 1/2 more hours than Krystal to have the same amount of money: **False**
(Using their wage of $10.30 per hour, we would need to calculate the difference in savings and then determine how long it would take for Desmond to catch up. The calculations show that Desmond would not need to work 3.5 more hours than Krystal.)
4. If you graph both Krystal's and Desmond's savings, both graphs would show a positive, linear scenario: **True**
(Since both have the same wage and their savings increase linearly over time, their graphs would represent a positive linear relationship.)
So the finalized responses would be:
1. False
2. True
3. False
4. True
1. Krystal and Dave have the same rate of change: **False**
(Note: The name "Dave" seems to be incorrect; it should refer to Desmond. However, both Krystal and Desmond have the same wage, so their rate of change is the same.)
2. Krystal has more money saved than Desmond if they work the same number of hours: **True**
(Krystal has $15.50 saved, while Desmond has $12 saved.)
3. Desmond needs to work 3 1/2 more hours than Krystal to have the same amount of money: **False**
(Using their wage of $10.30 per hour, we would need to calculate the difference in savings and then determine how long it would take for Desmond to catch up. The calculations show that Desmond would not need to work 3.5 more hours than Krystal.)
4. If you graph both Krystal's and Desmond's savings, both graphs would show a positive, linear scenario: **True**
(Since both have the same wage and their savings increase linearly over time, their graphs would represent a positive linear relationship.)
So the finalized responses would be:
1. False
2. True
3. False
4. True