A researcher claims that average V02 max level of cyclists can be determined by how many hours they train a week and approximated by the following function VO2max (0.1 * sin(.07t) * t1.8) + 35 Where t is in hours and v02max is in (mL/kg/min); A. Create a function that computes the outputs V02max provided t is known. B. Create a separate m-file which produces at vector from 0 to 40 hours with increments of half an hour. Plot V02 max against t as a blue dashed line, remembering to label your plot. Turn the grid on. C. On the same plot you should mark with black circles the training hours for Chris (t=5 hours), Andrew (t=12 hours), Tzekih (t=17 hours), Egan Bernal (t=32) and Lance Armstrong (t=38). Optional: use text() to label each point with the athletes name.
A researcher claims that average V02 max level of cyclists can be determined by how many hours they train a week and approximated by the following function VO2max (0.1 * sin(.07t) * t1.8) + 35 Where t is in hours and v02max is in (mL/kg/min); A. Create a function that computes the outputs V02max provided t is known. B. Create a separate m-file which produces at vector from 0 to 40 hours with increments of half an hour. Plot V02 max against t as a blue dashed line, remembering to label your plot. Turn the grid on. C. On the same plot you should mark with black circles the training hours for Chris (t=5 hours), Andrew (t=12 hours), Tzekih (t=17 hours), Egan Bernal (t=32) and Lance Armstrong (t=38). Optional: use text() to label each point with the athletes name.
Computer Networking: A Top-Down Approach (7th Edition)
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Please help me to answer this:
![A researcher claims that average V02 max level of cyclists can be determined by how many hours they train a week and
approximated by the following function
VO2max =
(0.1 * sin(.07t) * t1.8) + 35
Where t is in hours and v02max is in (mL/kg/min)B
A. Create a function that computes the outputs V02max provided t is known.
B. Create a separate m-file which produces a t vector from 0 to 40 hours with increments of half an hour. Plot V02
max against t as a blue dashed line, remembering to label your plot. Turn the grid on.
C. On the same plot you should mark with black circles the training hours for Chris (t=5 hours), Andrew (t=12 hours),
Tzekih (t=17 hours), Egan Bernal (t=32) and Lance Armstrong (t=38).
Optional: use text() to label each point with the athletes name.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fde0b2584-f39b-4502-b056-129a2e69c7fa%2Fa5f83261-4697-4078-9baa-6c7f7db399e1%2F5i1nsp_processed.png&w=3840&q=75)
Transcribed Image Text:A researcher claims that average V02 max level of cyclists can be determined by how many hours they train a week and
approximated by the following function
VO2max =
(0.1 * sin(.07t) * t1.8) + 35
Where t is in hours and v02max is in (mL/kg/min)B
A. Create a function that computes the outputs V02max provided t is known.
B. Create a separate m-file which produces a t vector from 0 to 40 hours with increments of half an hour. Plot V02
max against t as a blue dashed line, remembering to label your plot. Turn the grid on.
C. On the same plot you should mark with black circles the training hours for Chris (t=5 hours), Andrew (t=12 hours),
Tzekih (t=17 hours), Egan Bernal (t=32) and Lance Armstrong (t=38).
Optional: use text() to label each point with the athletes name.
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