IM 7.5.7 Lesson: Adding and Subtracting to Solve Problems

Without computing: Is the solution to [math]-2.7+x=-3.5[/math] positive or negative?
Without computing: Select [b]all[/b] the expressions that are solutions to [math]-2.7+x=-3.5[/math].
[size=150]A store tracks the number of cell phones it has in stock and how many phones it sells.[br][br]The table shows the inventory for one phone model at the beginning of each day last week. The inventory changes when they sell phones or get shipments of phones into the store.[br][/size][img]data:image/png;base64,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[/img][br]What do you think it means when the change is positive?
What do you think it means when the inventory is negative?
Based on the information in the table, what do you think the inventory will be at on Saturday morning? Explain your reasoning.[br]
What is the difference between the greatest inventory and the least inventory?[br]
Han's family got a solar panel. Each month they get a credit to their account for the electricity that is generated by the solar panel. The credit they receive varies based on how sunny it is.
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[/img][br][br]Here is their electricity bill from January.[br][img]data:image/png;base64,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[/img][br]In January they used $83.56 worth of electricity and generated $6.75 worth of electricity.[br][br]In July they were traveling away from home and only used $19.24 worth of electricity. Their solar panel generated $22.75 worth of electricity. What was their amount due in July?[br]
The table shows the value of the electricity Han's family used and the value of the electricity they generated each week for a month.
What amount is due for this month?
What is the difference between the value of the electricity generated in week 1 and week 2? Between week 2 and week 3?
While most rooms in any building are all at the same level of air pressure, hospitals make use of "positive pressure rooms" and "negative pressure rooms."  What do you think it means to have negative pressure [br]in this setting?  What could be some uses of these rooms?
Plot these points on the coordinate grid: A=(5,4), B=(5,-2), C=(-3,-2), D=(-3,4) and answer the questions below.
What shape is made if you connect the dots in order?
What are the side lengths of figure [math]ABCD[/math]?
What is the difference between the [math]x[/math]-coordinates of [math]B[/math] and [math]C[/math]?
What is the difference between the [math]x[/math]-coordinates of [math]C[/math] and [math]B[/math]?
How do the differences of the coordinates relate to the distances between the points?

IM 7.5.7 Practice: Adding and Subtracting to Solve Problems

The table shows four transactions and the resulting account balance in a bank account, except some numbers are missing. Fill in the missing numbers.
[size=150]The [i]departure from the average[/i] is the difference between the actual amount of rain and the average amount of rain for a given month. The historical average for rainfall in Albuquerque, NM for June, July, and August is shown in the table.[/size][br][img]data:image/png;base64,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[/img][br]Last June only 0.17 inches of rain fell all month. What is the difference between the average rainfall and the actual rainfall for last June?
The departure from the average rainfall last July was -0.36 inches. How much rain fell last July?
How much rain would have to fall in August so that the total amount of rain equals the average rainfall for these three months? What would the departure from the average be in August in that situation?
How much higher is 500 than 400 m?
How much higher is 500 than -400 m?
What is the change in elevation from 8,500 m to 3,400 m?
What is the change in elevation between 8,500 m and -300 m?
How much higher is -200 m than 450 m?
Tyler orders a meal that costs $15.
If the tax rate is 6.6%, how much will the sales tax be on Tyler’s meal?
Tyler also wants to leave a tip for the server. How much do you think he should pay in all? Explain your reasoning.[br]
In a video game, a character is healed at a constant rate as long as they are standing in a certain circle. Complete the table.

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