Grade 12 students in Manitoba learning Applied Math... They're in two different towns, and happen to be connected by Highway 10...They'll be learning with and from each other. Ryan Maksymchuk and Cam Bennet are teachers in Swan River and Dauphin, Manitoba, respectively. This is a bright idea that may encourage other teachers and students to consider collaborating with other learners in other places...It might work. It might not...Watch and see...

Thursday, March 12, 2009

Hello all fello math students! Its Courtney here, reporting to you on this fine Thursday morning. I can't beleive tomorrow is Friday already, not to mention Friday the 13th! Look out!

Today, Mr. Bennet was in a dandy mood and gifted us with a work period, but of course there is always a catch! We have to show him what we have accomplished through out the class and what we have learned. At the beginning of class, Mr. Bennet handed out our Statistics unit project titled "Quality Control in the Manufacturing Industry". He also handed out an old statistics test for review, so we can study for the test coming up on either Wednesday or Thursday of next week.

Since I got to put down a question plus the answer, I'll give ya all a head start on the statistics review test! ;)

1. The following data represents the time spent in a doctor's waiting room in minutes.

2.5 12.5 15 3 4.5
13 16 10 6 9
10.5 11 15 5 15.5
15 20 35 11 15
6 10 25 3.5 9
8 15 20 5 7

Find the mean and standard deviation of the data. Is the data normally distributed? Justify your answer with your knowledge of the normal curve.

*Enter All in L1 in graphing calculator
Stat Calc
1 Var Stats L1

Mean= 11.8
Standard Deviation= 6.93

+-/ 1 Standard deviation = 11.8 +- 6.93= 4.87 -> 18.73

how many between?
22/30= 73%

+-/ 2 Standard deviation = 11.8 + 2 (6.93) = -2.06 -> 25.66

how many between?
all red 29/30 = 97%

[Almost follows 68, 95, 99% Rule, Some what normal.]


And there you have it! Well Im out, I gots lots of work to do! :)

Keep it Real...
Courtney

3 comments:

  1. Courtney,

    Your enthusiasm is catchy...I like the colours, the spacing and the 'style' with which you write.

    I have some questions, to try to help you solidify what you were supposed to learn....When is it 'good enough' to label a distribution normal? What constitutes normalcy? or even better, when could you say for certain, "This distribution is definitely NOT normal"? What would that look like? I'll wait patiently...feel free to post again, or to respond to this comment. Have a nice weekend...

    RM

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  2. Thanks for the imput man! :D

    See ya around..

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  3. Hey, did you know that friday the 13th happens three times this year and in two consecutive monthes. Talk about my brothers black cat and my english teacher made us read a freakish story yet, sweet!

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