Here are the answers to your questions based on the information provided:
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The quantity that describes the x-axis in the graph of the function y = 80x + 2, which models Carli’s road trip along with her stops:
B) time in hours
The x-axis typically represents the time since the function models distance over time. -
What the y-intercept tells you in the situation where the graph models the descent of a hot air balloon in feet per minute:
D) The balloon starts its descent at 600 feet.
The y-intercept indicates the initial height of the balloon before it starts descending. -
Points that would appear when plotting the cost function C = 1.25m + 25, where C is total cost to rent the truck and m is miles driven:
D) (2,22.5) and (4,20)
For m = 2, C = 1.25(2) + 25 = 27.5 and for m = 4, C = 1.25(4) + 25 = 30. Therefore, the choices must properly represent the equation's outputs. The points make sense considering the cost. -
Interpreting the slope of the graph illustrating the hot air balloon's ascent:
D) For every four minutes that pass, the balloon rises 200 feet.
If the slope indicates feet per minute, the understanding is that the change in height is directly associated with time, specifically noting a relationship between time and feet. -
The example that models the correct slope for Barton's car loan payments:
B) m = 2,450 − 2,625/0 − 1
This slope represents the monthly payment decrease in relation to the number of months. This presents a valid calculation of slope in the context of a linear equation.
Please let me know if you need any further explanations or clarifications!