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Eric The Sheep

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Eric The Sheep. Heath, Rainer, Nathan and Tom. How We Figured It Out ... 472 sheep in front of Eric, round up to 475, sub into ratio 5:3. 475:285, divide down= 5:3 ... – PowerPoint PPT presentation

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Title: Eric The Sheep


1
Eric The Sheep
  • Heath, Rainer, Nathan and Tom

2
How We Figured It Out
  • First off, we made a table of the answers up to
    20, figuring the answers out by drawing them out.
  • We saw a pattern emerge, for every three sheep in
    front of Eric, the number would increase

3
FOR EVERY 1 SHEEP SHORN, ERIC WILL JUMP 2 SHEEP
4
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5
Formula for 1 sheerer
  • X
  • 3 1
  • (except if the value of x is a multiple of 3, ie.
    3, 6, 9, 12)
  • You must only take the integer and leave out the
    decimal numbers.
  • Example. 5/31 2
  • Example. 12/3 4

6
A second formula
  • A second formula we found to work was if the
    number of sheep in front of Eric is a multiple of
    3, simply divide by 3. If not, round the number
    up to the closet multiple of 3, ie. Round 19 up
    to 21 and divide by 3 to find 7, the answer.

7
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8
Questions
  • 2. Yes, You can predict it using the formula. All
    you have to do is round up to the next multiple
    of 3 and then divide by 3.

9
  • 3. If Eric was to jump 4 round up to to the next
    multiple of 4 and divide by 4. Same with method
    used with 5, just sub in 5 instead of 4

10
FOR EVERY 3 SHEEP SHORN, ERIC WILL JUMP 2 SHEEP
11
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12
Pattern for 3 shearers
  • A pattern emerged, No. shorn before Eric, goes
    up by 1 , up by 1 again, then up by 1 and stay
    the same for the next 3, then repeats I.e.
    1,2,3,3,3,4,5,6,6,6
  • The number at the end of the three same numbers
    created a ratio with the No. in front of Eric,
    of 53 I.e. 2012, 159, 106
  • To figure out, round the number in front of
    Eric up to the next multiple of 5, then use the
    pattern to figure it out and count back

13
Tried method
  • 472 sheep in front of Eric, round up to 475, sub
    into ratio 53
  • 475285, divide down 53
  • Count 285 back 3 places (475-4723) answer is 282

14
Thank You
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