Login

Welcome, Guest. Please login or register.

November 01, 2025, 10:13:58 am

Author Topic: How do you go about answering this question?  (Read 1362 times)  Share 

0 Members and 1 Guest are viewing this topic.

Omarrr_2163

  • Trailblazer
  • *
  • Posts: 40
  • Respect: +1
How do you go about answering this question?
« on: November 01, 2018, 10:17:56 pm »
0
These questions where they say, 'it could be concluded that, in the long term...'

Do you set up a matrix and then test out which one is correct or incorrect in the long term
OR
Do you look at the proportions and how they would work in the long term
OR
Do you do something else

Please reply your strategy here thanks!
2018: Business Management {42} ~ Further Mathematics {41}
2019: Chemistry (~40) - Mathematical Methods (~42) ~ English (40) ~ Physics (~38)
ATAR Goal: 97

PhoenixxFire

  • VIC MVP - 2018
  • Honorary Moderator
  • ATAR Notes Legend
  • *******
  • Posts: 3695
  • They/them/theirs
  • Respect: +3102
Re: How do you go about answering this question?
« Reply #1 on: November 01, 2018, 10:21:58 pm »
0
For that question I just added up the values in each row and that gave enough information to work it out. If it adds up to more than 1, it will increase, if it's less than 1 it will decrease. Some questions like this I use a long term matrix for though.
2019: B. Environment and Sustainability/B. Science @ ANU
2020: Just Vibing
2021: B. Paramedicine/B. Nursing @ ACU Canberra

Chelsea f.c.

  • Trendsetter
  • **
  • Posts: 116
  • Respect: 0
Re: How do you go about answering this question?
« Reply #2 on: November 01, 2018, 10:24:17 pm »
0
Raise it to a very large power I.e. 100 or 1000
Bachelor of Commerce (Honours) Finance - UoM - 2019
Bachelor of Commerce - Economics and Finance - UoM - 2015 - 2018
Diploma in Mathematical Sciences - Statistics and Stochastic Processes - UoM - 2015 - 2018

Omarrr_2163

  • Trailblazer
  • *
  • Posts: 40
  • Respect: +1
Re: How do you go about answering this question?
« Reply #3 on: November 01, 2018, 10:27:30 pm »
0
Raise it to a very large power I.e. 100 or 1000

Yeah but there isn't an initial matrix or anything of that sort to put it to multiply by the transition matrix of the power of 100 though?
2018: Business Management {42} ~ Further Mathematics {41}
2019: Chemistry (~40) - Mathematical Methods (~42) ~ English (40) ~ Physics (~38)
ATAR Goal: 97

Chelsea f.c.

  • Trendsetter
  • **
  • Posts: 116
  • Respect: 0
Re: How do you go about answering this question?
« Reply #4 on: November 01, 2018, 10:46:07 pm »
0
dont know how to upload screen shot from iPad..l but compare transition matrix to power of 1000 to multiplying by start vector of equal positions only 1 position with a 1 entry and you will see in long run it doesn't depend where you start only if you can go to desired places
Bachelor of Commerce (Honours) Finance - UoM - 2019
Bachelor of Commerce - Economics and Finance - UoM - 2015 - 2018
Diploma in Mathematical Sciences - Statistics and Stochastic Processes - UoM - 2015 - 2018

Omarrr_2163

  • Trailblazer
  • *
  • Posts: 40
  • Respect: +1
Re: How do you go about answering this question?
« Reply #5 on: November 01, 2018, 10:50:32 pm »
0
dont know how to upload screen shot from iPad..l but compare transition matrix to power of 1000 to multiplying by start vector of equal positions only 1 position with a 1 entry and you will see in long run it doesn't depend where you start only if you can go to desired places
Theres an attachment option just below. I really want to see how you answer that question.
2018: Business Management {42} ~ Further Mathematics {41}
2019: Chemistry (~40) - Mathematical Methods (~42) ~ English (40) ~ Physics (~38)
ATAR Goal: 97

Chelsea f.c.

  • Trendsetter
  • **
  • Posts: 116
  • Respect: 0
Re: How do you go about answering this question?
« Reply #6 on: November 01, 2018, 10:54:03 pm »
0
That's an extreme example but you will see the matrix you raised to high power times any vector of probabilities will create same answer
Bachelor of Commerce (Honours) Finance - UoM - 2019
Bachelor of Commerce - Economics and Finance - UoM - 2015 - 2018
Diploma in Mathematical Sciences - Statistics and Stochastic Processes - UoM - 2015 - 2018