Part A: What is the s-intercept, and what does it represent in this situation? What is the t-intercept, and what does it represe
nt in this situation? (if there isn't an intercept, explain what that means in the context of this situation. )
Part B: Describe the following end behavior of this function: As t increases without bound, the function f(t) . What does this mean in the context of this situation?
Part C: What is the average rate of change for the function between t = 5 and t = 7? Show all your work.
Part D: The function f(t) = (1.5)" + 5 is graphed above. The function g(t) represents the total number of T-shirts sold both online and at the basketball games. If the team sold 1000 T-shirts at the basketball games each year, what would the equation of g(t) look like? How would the graph of g (t) compare to the graph of f(t)?
Part B: Describe the following end behavior of this function: As t increases without bound, the function f(t) . What does this mean in the context of this situation?
Part C: What is the average rate of change for the function between t = 5 and t = 7? Show all your work.
Part D: The function f(t) = (1.5)" + 5 is graphed above. The function g(t) represents the total number of T-shirts sold both online and at the basketball games. If the team sold 1000 T-shirts at the basketball games each year, what would the equation of g(t) look like? How would the graph of g (t) compare to the graph of f(t)?
1 answer:
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Answer:
1) A = (3 + 5·i) + (2 - 3·i)
2) A = (-3 + 5·i) + (-2 - 3·i)
3) A = (-3 + 5·i) + (2 + 3·i)
4) A = (3 - 5·i) + (2 + 3·i)
Step-by-step explanation:
1) For the first chart, we have;
To go from the start point to get the new line, we add the coordinates of the red line end point to the coordinates of the starting line end point as follows
A = (3 + 5·i) + (2 - 3·i)
2) For the second chart, we have;
To go from the start point to get the new line, we add the coordinates of the red line end point to the coordinates of the starting line end point as follows
A = (-3 + 5·i) + (-2 - 3·i)
3) For the third chart, we have;
To go from the start point to get the new line, we add the coordinates of the red line end point to the coordinates of the starting line end point as follows
A = (-3 + 5·i) + (2 + 3·i)
4) For the fourth chart, we have;
To go from the start point to get the new line, we add the coordinates of the red line end point to the coordinates of the starting line end point as follows
A = (3 - 5·i) + (2 + 3·i)
