Wyatt is saving money for a PS5 but has to pay back the $3 he owes his sister.
#5.
Drag the green points so that the shaded region covers the range.
#6.
What is the range of this function? (Consider: How do you think t
It seems there's some information missing in your message, but I'll try to help you with the details you provided.
For "#5. Drag the green points so that the shaded region covers the range," it appears you're referring to a graph-related activity that is interactive, most likely in a digital math learning platform or application. Since you're talking about dragging green points and shaded regions, you are probably dealing with a visual representation of a function and its range.
The range of a function refers to the set of all possible output values (y-values) that the function can produce. Visually on a graph, you would adjust the green points to span vertically over all the y-values that the function attains, shading in the area between the lowest point the function reaches and the highest point.
For "#6. What is the range of this function? (Consider: How do you think t…” it seems like you were cut off while writing your question. I assume you're asking how to determine the range of a given function. To find the range, you examine the function to see the lowest and highest values it can produce. If the function is given as an equation, you'll have to analyze it algebraically or graphically. If it's already graphed, you look at the lowest point on the y-axis that the graph touches and the highest point on the y-axis the graph reaches.
In a graphical representation, the range is often shown as an interval such as [a, b] if the function's outputs are all the values between a and b inclusively, or as (a, b), ]a, b[, if the end values are not included (these are called open intervals), or a mixture such as [a, b), ]a, b] if one end is included but not the other.
Remember that the context of the problem is essential for a precise answer, and without the specific details of the function in question or the interactive element you're referring to, this explanation remains general. If you provide a specific function or a detailed description of the interactive graph, I could give a more accurate response regarding the range.