IM Alg1.1.6 Lesson: Mystery Computations

Your teacher will give you 4 numbers. Use these numbers, along with mathematical operations like addition and multiplication, to make 24.
Try different numbers in column A, and observe what happens in column B. (Do not change anything in column B.) Try different numbers and try to predict what will happen in column B.
How is the number in cell B2 related to all or some of the numbers in cells A2, A3, A4, and A5?[br]
How is the number in cell B3 related to all or some of the numbers in cells A2, A3, A4, and A5?[br]
How is the number in cell B4 related to all or some of the numbers in cells A2, A3, A4, and A5?[br]
How is the number in cell B5 related to all or some of the numbers in cells A2, A3, A4, and A5?[br]
Check your conjectures by entering different kinds of numbers in column A, for example: fractions, decimals, very large numbers. 
Use the Spreadsheet below:
Change the spreadsheet so that B2 contains =A2+A4. To edit the formula in B2, you may have to click it twice.[br][br]Change the numbers in A2 through A5. Make sure that your new formula does what it's supposed to do by doing a mental calculation and checking the result in B2.[br][br]Change the contents of B3 so that B3 does something different.[br][br]Before trading with a partner, make sure your new formula is not visible by clicking in a different cell.[br][br]Trade with your partner.[br][br]Change the numbers in column A to try and figure out your partner’s new rule. 

IM Alg1.1.6 Practice: Mystery Computations

What could be the formula used to compute the value shown in cell B3?
[img]data:image/png;base64,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[/img]
What number will appear in cell B2 when the user presses Enter?
[img]data:image/png;base64,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[/img]
Select all the formulas that could be used to calculate the value in cell B4.
[img]data:image/png;base64,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[/img]
The formula in cell B2 is = Product(A2 : A5). Describe a way to change the contents of column A so that the value in cell B2 becomes -70.
[img]data:image/png;base64,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[/img]
The dot plot displays the number of books read by students during the semester.
[img]data:image/png;base64,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[/img][br]Which measure of center would you use given the shape of the distribution in the dot plot? Explain your reasoning.[br]
Which measure of variability would you use? Explain your reasoning.[br]
The dot plot displays the number of families living in different blocks of a town.
[img]data:image/png;base64,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[/img][br]Which measure of center would you use, given the shape of the distribution in the dot plot? Explain your reasoning.[br]
Which measure of variability would you use? Explain your reasoning.[br]

Information