Can i please get help with. Apologies if this is too many questions at once. Please answer where possible and let me know if i need to post other questions as a seperate questions, thanks ! Draw a vector diagram of Moana’s journey, and find the magnitude of ther displacement from Taiaroa Head et the end of each of the three legs Sketch the speed of the albatross as a function of time during this leg, and identify which features on the graph correspond the bird’s displacement and acceleration. What is her acceleration at time t=1 hr? Your answer can be in units of km hr-2. How long, in hours and minutes, does it take for Moana to complete the third leg?

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Can i please get help with. Apologies if this is too many questions at once. Please answer where possible and let me know if i need to post other questions as a seperate questions, thanks !

  1. Draw a vector diagram of Moana’s journey, and find the magnitude of ther displacement from Taiaroa Head et the end of each of the three legs
  2. Sketch the speed of the albatross as a function of time during this leg, and identify which features on the graph correspond the bird’s displacement and acceleration.
  3. What is her acceleration at time t=1 hr? Your answer can be in units of km hr-2.
  4. How long, in hours and minutes, does it take for Moana to complete the third leg?
Moana, an adolescent albatross, filies out from Taiaroa head near Dunedin. A GPS locator attached to Moana
records her position during this trip. There are three legs on the bird's journey. The displacement first follows the
vector a = (175î + 130ĵ) km, then the vector 6 = (-175î + 130ĵ) km, then the vector (-2603)km.
Here the unit vector î is pointing east and the unit vector is pointing north.
=
Considering this journey (and ignoring the Earth's curvature):
Transcribed Image Text:Moana, an adolescent albatross, filies out from Taiaroa head near Dunedin. A GPS locator attached to Moana records her position during this trip. There are three legs on the bird's journey. The displacement first follows the vector a = (175î + 130ĵ) km, then the vector 6 = (-175î + 130ĵ) km, then the vector (-2603)km. Here the unit vector î is pointing east and the unit vector is pointing north. = Considering this journey (and ignoring the Earth's curvature):
During the third leg, Moana is in a hurry to get home, and her velocity in the ĵ-direction is given by v(t) = − At²,
there A is constant equal to 60 km hr³ and t=0 at the start of the third leg.
b. Sketch the speed of the albatross as a function of time during this leg, and identify which features on the
graph correspond the bird's displacement and acceleration.
Transcribed Image Text:During the third leg, Moana is in a hurry to get home, and her velocity in the ĵ-direction is given by v(t) = − At², there A is constant equal to 60 km hr³ and t=0 at the start of the third leg. b. Sketch the speed of the albatross as a function of time during this leg, and identify which features on the graph correspond the bird's displacement and acceleration.
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