Forums › Ask ACCA Tutor Forums › Ask the Tutor ACCA PM Exams › learning rate in a non doubling sequence
- This topic has 3 replies, 2 voices, and was last updated 3 years ago by John Moffat.
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- February 13, 2021 at 12:36 pm #610245
Hi John, I know how to find the learning rate in a doubling sequence but how about in a non-doubling sequence ? On my previous exam I was asked a question which gave 1st unit’s time and 30th Unit time and was asking the learning rate. I hadn’t any clue. How do you calculate that ? Thanks
February 14, 2021 at 8:53 am #610314You cannot be asked to calculate the learning rate when it does not involve doubling. That would need the use of anti-logs which are not in the syllabus.
You can obviously be asked to calculate any times when you are given the learning rate using the formula provided.
I am afraid that you must have misread the question, because even if it had involved doubling and you had been given the time for the first unit and for (say) the 8th unit you would not be able to calculate the learning rate – you need the average rate per unit and not the time for the individual units.
February 14, 2021 at 9:32 pm #610425Hi John, I managed to get the question from previous forums and it said
first 10units take 120hour time and from 10-30units it further take another 150 hours time ,so what’s the learning rate?
This was the same question I had. As always your help will be much appreciated
February 15, 2021 at 7:54 am #610453This is not what you typed out originally because it does not give the time for the first unit or for the 30 unit, and it does involve doubling.
You have still not typed the question correct because it actually said that the time for the next 30 units was 150 hours.They are making in batches of 10 units.
The time for the first batch is 120 hours.They then make another 3 batches which take 150 hours and gives a total of 4 batches.
The average time per batch when they make 4 batches is (120 + 150) / 4 = 67.5 hours.Making 4 batches means doubling twice, so the learning rate = sq root of (67.5/120) = 0.82 (or 82%)
I suggest that you watch my free lectures on learning curves.
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