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January 27, 2026, 07:34:51 am

Author Topic: Suggested solutions for Core, Graphs, Networks and Matrices  (Read 16842 times)  Share 

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rubiks

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Re: Suggested solutions for Core, Graphs, Networks and Matrices
« Reply #90 on: November 01, 2010, 03:26:50 pm »
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the standard deviation better be 2 or im going to die
Same here mate

_avO

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Re: Suggested solutions for Core, Graphs, Networks and Matrices
« Reply #91 on: November 01, 2010, 03:27:26 pm »
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C, you are given 2 points (8,300) and (10,450), simply find the gradient by doing m(x-x1)=y-y1 and you get 75

For networks, the 8 is 0 however if you trace from the source to sink with 5 it can get there so therefore it still stands
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stephaheaddd

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Re: Suggested solutions for Core, Graphs, Networks and Matrices
« Reply #92 on: November 01, 2010, 03:32:30 pm »
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why is question 7 networks B not C?

_avO

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Re: Suggested solutions for Core, Graphs, Networks and Matrices
« Reply #93 on: November 01, 2010, 03:33:05 pm »
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You can cut from the 1 instead of the 2 just looks weird
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nbalakers24

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Re: Suggested solutions for Core, Graphs, Networks and Matrices
« Reply #94 on: November 01, 2010, 03:33:27 pm »
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4+2+3+1 =10

stonecold

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Re: Suggested solutions for Core, Graphs, Networks and Matrices
« Reply #95 on: November 01, 2010, 03:47:42 pm »
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Answer to Core Q3 is B.

Question specifically said to use the rule mentioned.

Say 99.7% of the data is between 174-186

This needs to comprise of 6 regions, 3 each side of the mean.

(186-174)/6

=2
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_avO

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Re: Suggested solutions for Core, Graphs, Networks and Matrices
« Reply #96 on: November 01, 2010, 03:48:08 pm »
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Here's what you can rearrange it to look like and its more logical to make that 10 cut
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Studyinghard

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Re: Suggested solutions for Core, Graphs, Networks and Matrices
« Reply #97 on: November 01, 2010, 03:49:59 pm »
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Answer to Core Q3 is B.

Question specifically said to use the rule mentioned.

Say 99.7% of the data is between 174-186

This needs to comprise of 6 regions, 3 each side of the mean.

(186-174)/6

=2

legend :D
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stonecold

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Re: Suggested solutions for Core, Graphs, Networks and Matrices
« Reply #98 on: November 01, 2010, 03:50:30 pm »
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It is C.

I'll explain why.

#1.    180 degrees is the 'median'.
#2.    Looking at the box plot, it is evident that it is skewed. Positively skewed.
#3.    The 68-95-99.7% rule, is a measure from the 'mean'!
#4.    We are unsure, but can guess the mean. (You could calculate, but it would take time).
#5.    Hence, as you are not sure of the Mean, because it is skewed the median does not equal
        the mean.
#6.    Therefore you use s= range/4  to obtain the standard deviation.

Viola:  Option C is correct.

I wouldnt say its skewed but more approximately symmetric therefore answer is B

I agree.  You needed it treat it as symmetrical...
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johsephhh_

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Re: Suggested solutions for Core, Graphs, Networks and Matrices
« Reply #99 on: November 01, 2010, 03:56:43 pm »
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C, you are given 2 points (8,300) and (10,450), simply find the gradient by doing m(x-x1)=y-y1 and you get 75

For networks, the 8 is 0 however if you trace from the source to sink with 5 it can get there so therefore it still stands
OK sounds correct but my theory is this :
u read the x axis from 2 am as 1 so 8 am becomes 4 and 10pm becomes 5 so its (4, 300) and (5,450) with the gradient being 150?

_avO

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Re: Suggested solutions for Core, Graphs, Networks and Matrices
« Reply #100 on: November 01, 2010, 03:58:29 pm »
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No, it asks for per HOUR, however the scale is 2 hours so therefore if you were to do that you must go up by 2's hence getting (4,300) (6,450) and still m=75
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johsephhh_

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Re: Suggested solutions for Core, Graphs, Networks and Matrices
« Reply #101 on: November 01, 2010, 03:59:54 pm »
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ah your right :)

eadvice

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Re: Suggested solutions for Core, Graphs, Networks and Matrices
« Reply #102 on: November 01, 2010, 05:00:35 pm »
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is core 8 D? for sure

scatteam_2

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Re: Suggested solutions for Core, Graphs, Networks and Matrices
« Reply #103 on: November 01, 2010, 05:01:01 pm »
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isnt question 6 graphs E?
the feasible region in the upper triangle
so the point 3,4 satisfies that...

_avO

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Re: Suggested solutions for Core, Graphs, Networks and Matrices
« Reply #104 on: November 01, 2010, 05:01:42 pm »
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After you transpose the equations, you have to switch the inequality (as it is previously -y) :)
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