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numbers don't match in two places.
complex math...
www.GrfxDziner.com/fibonacciNumbers.html | Fibonacci Numbers
atlas | Great Blue Heron [6.15.19] gwennie2006! • YouTube™
NOTE: rain was 6.13, Heron was 6.15, with sun
thunderBlue | Great Blue Heron [6.22.19] gwennie2006! • YouTube™
Blogger HiltonFan | Blue Wave part I Falcon [4.8.19]…
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Blogger GrfxDziner | Blue Wave part II Eagle [4.14.19]...
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blogger gwennie2006 | Blue Wave part III Osprey [4.23.19]...
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Saturday | Shout it Out [1.12.19] discussion...
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Love Letter[s] [4.14.19] | discussion...
There's Dave G teaching us something really important.. I'm not sure what it was since I wasn't really paying attention..
Hamburg Stadtpark 2006 - Famous monoposto built by one-armed Austrian Otto Mathé. Engine from 356 A Carrera GT.
For the Alabama Statewide Mathematics Competition held in February: ASMS won first place in District VII, Division One! Due to spring break and timing of the competition, we only had two participate instead of a usual team of FOUR. However, just these two students' scores allowed us to score 8th place in the State for Division One.
Individual awards are for the following:
Second Place in District VII, Division One: Joseph Sherrod
First Place in District VII, Division One: James Kim
For the Mobile Mathematics Olympiad held in February, we had several students participate.
Individual awards are for the following:
Participation: Rachel Jordan
Third Prize: Julia Taylor
Second Prize: Emma Saalwaechter
First Prize: James Kim and Marlan Zha
James Kim qualified for a trip to the little big apple in Manhattan, Kansas to participate in the Manhattan Mathematical Olympiad and won 2nd PLACE for high school!
In March we had a group of students participate in The Math Kangaroo Competition. We ha
Fifth Place: Kevin Chen and Brandon Hunt
Fourth Place: Katherine Graham
Third Place: Anya Doyle and Julia Taylor
Second Place: Noah Frost and Yunseo Ha
First Place: James Kim
For the American Mathematics Competition held earlier this school year:
For AMC 10:
Third Place: Connor Dolbeare
Second Place: Julia Schwartz
First Place: Yunseo Ha
For AMC 12:
Third Place: Marlan Zha
Second Place: Emma Wahlers
First Place: James Kim
James Kim also qualified and participated in the American Invitational Mathematics Exam based on his score in the AMC12 competition.
At Casey Elementary School on Camp Casey Jan. 14, students and parents take part in the school's second annual Math Madness workshop, which aimed to build math proficiency by using games and other activities to make the subject enjoyable for youngsters. In one of those activities, for example, competing groups had to use 20 strands of uncooked spaghetti and about a yard of masking tape to create the tallest possible structure that would support a marshmallow for at least 30 seconds without collapsing. - U.S. Army photo by Pfc. Noh Ha-kyung
We are navigating through uncharted waters with this new way of learning Math. Math U See is a slower paced yet (for us) a more logical way of learning Math concepts. It's also great for kinesthetic (touch and feel) and visual learners since it involves the senses in the learning process.
makes my brains all mushy. This pattern writing thing? Not so much fun. Well worth it, but not so much fun.
I like to write out my math, then check with calculator. That way, if I wonder about my logic later on, it's all right there. Sort of.
Splash Math - Grade K-5 offers comprehensive content and cool interactive problems to keep your kids hooked. Splash Math is all you need to give him practice through the year.
Splash Math - Grade K-5 offers comprehensive content and cool interactive problems to keep your kids hooked. Splash Math is all you need to give him practice through the year.
Miles (6), who is homeschooled, finished his 1st Grade math curriculum today. He was very proud of himself.
Students write in the factions, decimals and percents to complete the pie charts created on their desks with dry erase markers for Paperless Day 2010
Do you remember (may be not), while studying (or other), younger or older... whenever something could not stick in your mind / brain!!!! but you tried over and over... and still nothing... Well you test and try different technics until it works. We experimented one "homemade" method... and finally it worked (after 2 weeks of %$%^^!). NEVER QUIT! Photo is copyrighted
At Casey Elementary School on Camp Casey Jan. 14, students and parents take part in the school's second annual Math Madness workshop, which aimed to build math proficiency by using games and other activities to make the subject enjoyable for youngsters. In one of those activities, for example, competing groups had to use 20 strands of uncooked spaghetti and about a yard of masking tape to create the tallest possible structure that would support a marshmallow for at least 30 seconds without collapsing. - U.S. Army photo by Pfc. Noh Ha-kyung
Children and families join together during Math night held at the Villaggio Multipurpose Room March 6.
PTSA and faculty offered an evening of fun and engaging activities for kids of all ages, all with focus on math.
Hot dog dinner provided by PTSA was also available for a donation.
Learn more on www.usag.vicenza.army.mil or on www.facebook.com/USAGVicenza.
Photo by Laura Kreider
See collaboration in action!
Mrs. Medkiff and Mrs. Smith classes using kahoot, iPads and math problems together
Prepare to be educated!
1) The above is called Pascal's triangle
2) The number of rows is infinite (although you'll get tired of calculating rows).
3) To make a new row, add two consecutive numbers in a row and put the sum between the numbers, on a new row below. Eg. 5+10 is 15.
4) The top number is 1 (not shown) and is in row 0.
5) If you ever care to expand (x+y)^n (n is an integer), the coefficient of the terms in this expansion can be found in row n. Eg. (x+y)^3 = x^3 + 3(x^2)y + 3xy^2 + y^3 see? 1,3,3,1, which is row 3. This is also called the binomial expansion (bi since there are two terms, x and y)
6) Suppose you need to know how many different groups of 2 people can be made using 4 people. We can see that the groups would be persons: 1&2, 1&3, 1&4, 2&3, 2&4, 3&4, so 6 groups. Now that was easy with only 4 people, but suppose you had 20 people and needed to figure out how many groups of 5 could be created. You don't want to do this by hand! The mathematical term for what we want is called a combination: the number of groups of size r that can be formed using n objects, or nCr. Going back to the original example, look in the 4th row (n = 4) and in the 2nd diagonal (r = 2, where diagonal r=0 is the diagonal of 1s). We find 6!
7) Since nCr = nC(n-r), the triangle is symmetric. Eg. Using 3 people, there are 3 groups of size 1 (r=1)and 3 groups of size 2 (r=2), so 3C1 = 3C(3-2) = 3C1. The actual definition of a combination is nCr =n!/(r!*(n-r)!), where n! = n*(n-1)*(n-2)*...*2*1. The "!" is called "factorial". Eg. 5! = 5*4*3*2*1 = 120. You can do this computation on a calculator, so you don't need the whole triangle to calculate 20C5.
8) The sum of the numbers in a row is a power of 2. Eg 1+5+10+10+5+1 = 32 = 2^5, which were the digits of row 5 in the table.
9) Pascal's triangle is really easy for high-schoolers to learn, and thus they can expand (x+y)^n easier than normal.
Isn't math great?