[accordion openall=”false” clicktoclose=”true” state=”closed” autoclose=”false” openfirst=”true” clicktoclose=”true”]
[accordion-item title=”What do you notice? What do you wonder?”]
[/accordion-item]
[accordion-item title=”Spark Image”]
[accordion-item title=”Estimation Prompt”]
[/accordion-item]
[accordion-item title=”Update Your Estimate”]
[/accordion-item]
[accordion-item title=”Estimate Reveal”]
[/accordion-item]
[/accordion]
[accordion openall=”false” clicktoclose=”true” state=”closed” autoclose=”false” openfirst=”true” clicktoclose=”true”]
[accordion-item title=”Struggle Prompt #1″]
[/accordion-item]
[accordion-item title=”Struggle Prompt #2″]
Now, look more closely. Was your first impression correct?
Explain.
[/accordion-item]
[accordion-item title=”Struggle Prompt #3″]
[/accordion-item]
[accordion-item title=”All Struggle Prompts”]
[/accordion-item]
[/accordion]
[accordion openall=”false” clicktoclose=”true” state=”closed” autoclose=”false” openfirst=”true” clicktoclose=”true”]
[accordion-item title=”Consolidation Prompt #1″]
Consider the data sets below.
For each data set, determine the range. Identify the scale you would use to graph this data and justify your choice.
[/accordion-item]
[accordion-item title=”Consolidation Prompt #2″]
When using graphical representations to compare two or more data sets, why is it important to use the same scale?
[/accordion-item]
[/accordion]
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