This is a site Ms. Erwin and I found for finding random numbers using a normal distribution, in case your calculator does not do randNorm. It will take a little working with, but it is nice.
Enter in your mean, your standard deviation, and choose 100 trials. Make sure to click Y for displaying results in a table.
When I get home I will look at random.org, which I think has to have some kind of normal distribution generator.
http://www.wessa.net/rwasp_rngnorm.wasp
Amended:
random.org does have a normal distribution random number generator, which worked nice. The problem I had with it was that it produced the answers in scientific notation, which is easy to get around.
I finally read the internet and figured out how to use Excel to serve this purpose, and it was beautiful. I will provide a link to an example I did in 1st block in another post.
The command is NORMINV(RAND( ), mean, standard deviation). It works beautifully and saves lots of time.
Wednesday, October 30, 2013
Tuesday, October 15, 2013
Math Team Schedule
MATH TEAM:
Friday, 10/18: Math Madness Week # 1 Match during Titan Time, Math Lab
Tuesday, 10/22: Georgia Math League Contest # 1, 7:30 AM, Room 2209
Tuesday, 10/29: Math Team Meetings, 7:30/3:35, Room 2209
Also, look for us on Club Day!
Friday, 10/18: Math Madness Week # 1 Match during Titan Time, Math Lab
Tuesday, 10/22: Georgia Math League Contest # 1, 7:30 AM, Room 2209
Tuesday, 10/29: Math Team Meetings, 7:30/3:35, Room 2209
Also, look for us on Club Day!
Monday, October 7, 2013
Really funny jokes
The answers to the riddles from Friday are referenced below by Page Number:
26 Siene
27 Mugging
30 A Dead End
31 Aftermath
33 To Get A Boo-ster Shot
26 Siene
27 Mugging
30 A Dead End
31 Aftermath
33 To Get A Boo-ster Shot
Wednesday, October 2, 2013
Angle Sum & Difference
I put two problems on the board for students to practice in Accelerated III Tuesday. I can't remember what questions I asked, so here's a whole bunch of answers.
For the problem on top:
sin(a+b) = -63/65
sin(a-b) = 33/65
cos(a+b) = -16/65
cos(a-b) = 56/65
sin(2a) = -24/25
sin(2b) = -120/169
cos(2a) = 7/25
cos(2b) = -119/169
For the problem on bottom, in the same order:
(3+4 root 3)/10
(3-4 root 3)/10
(3 root 3 - 4)/10
(3 root 3 + 4)/10
(root 3)/2
24/25
1/2
-7/25
I may have made a mistake somewhere (I'm sitting in an impressive Robotics Club meeting).
For the problem on top:
sin(a+b) = -63/65
sin(a-b) = 33/65
cos(a+b) = -16/65
cos(a-b) = 56/65
sin(2a) = -24/25
sin(2b) = -120/169
cos(2a) = 7/25
cos(2b) = -119/169
For the problem on bottom, in the same order:
(3+4 root 3)/10
(3-4 root 3)/10
(3 root 3 - 4)/10
(3 root 3 + 4)/10
(root 3)/2
24/25
1/2
-7/25
I may have made a mistake somewhere (I'm sitting in an impressive Robotics Club meeting).
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