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Math is amazing

Friday, January 29, 2010. Sequences occur all our lives. For example when we count, 1.2.3. and so on. when we multiply by a given number, 1*2, 1*3 and so on. But a known mathematical example of sequences are Fibonacci's. Arithmetical. Pascal's triangle use sequences through out the entire triangle. It is important for young elementary children to learn patterns and sequences. With out them the will struggle in math. Here is a video. Here is a video. Here is a video. Logic and Everday use. When figuring o...

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Math is amazing | sumupmymath.blogspot.com Reviews
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Friday, January 29, 2010. Sequences occur all our lives. For example when we count, 1.2.3. and so on. when we multiply by a given number, 1*2, 1*3 and so on. But a known mathematical example of sequences are Fibonacci's. Arithmetical. Pascal's triangle use sequences through out the entire triangle. It is important for young elementary children to learn patterns and sequences. With out them the will struggle in math. Here is a video. Here is a video. Here is a video. Logic and Everday use. When figuring o...
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Math is amazing | sumupmymath.blogspot.com Reviews

https://sumupmymath.blogspot.com

Friday, January 29, 2010. Sequences occur all our lives. For example when we count, 1.2.3. and so on. when we multiply by a given number, 1*2, 1*3 and so on. But a known mathematical example of sequences are Fibonacci's. Arithmetical. Pascal's triangle use sequences through out the entire triangle. It is important for young elementary children to learn patterns and sequences. With out them the will struggle in math. Here is a video. Here is a video. Here is a video. Logic and Everday use. When figuring o...

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sumupmymath.blogspot.com sumupmymath.blogspot.com
1

Math is amazing: Venn Diagrams

http://www.sumupmymath.blogspot.com/2010/01/venn-diagrams.html

Monday, January 25, 2010. Venn diagrams are a good way for people to compare and contrast different things on a visual basis. they can see the differences between two things. We'll create an example. We will call one A and the other B. Lets say A represents what you like. And Bis what your best Friend likes. You both will have some differences and some similarities. Will be called C. Using circles draw two that slightly overlap. To show you what i am talking about. Here is a video. I also watched the vid...

2

Math is amazing: flashback

http://www.sumupmymath.blogspot.com/2010/01/flashback.html

Friday, January 15, 2010. Color tiles is a fun way to use colors and shapes for young children to learn. here is a video. I found on YouTube. With making shapes with color tiles. This link. Will take you to a website with activities. For hands on math for younger kids using spinners, colored tiles, color shapes and more. January 31, 2010 at 10:00 AM. January 31, 2010 at 1:59 PM. January 31, 2010 at 8:01 PM. If you had the option would you rather listen to lecture or do hands-on learning? I found this hel...

3

Math is amazing: January 2010

http://www.sumupmymath.blogspot.com/2010_01_01_archive.html

Friday, January 29, 2010. Sequences occur all our lives. For example when we count, 1.2.3. and so on. when we multiply by a given number, 1*2, 1*3 and so on. But a known mathematical example of sequences are Fibonacci's. Arithmetical. Pascal's triangle use sequences through out the entire triangle. It is important for young elementary children to learn patterns and sequences. With out them the will struggle in math. Here is a video. Here is a video. Here is a video. Logic and Everday use. When figuring o...

4

Math is amazing: Functions

http://www.sumupmymath.blogspot.com/2010/01/functions.html

Thursday, January 28, 2010. Everyday functions are apart of our daily lives. Whether. We are using them for math, for recording grades. or we are just drawing simple shapes. Every functions has coordinate pairs. These pairs are used to place different points on to coordinate plane. In which the pairs consist of x and y coordinates. The x coordinate fluctuate from left to right. the y coordinates fluctuate from bottom to top. Each pair label (x,y) and used to place the the corresponding. Here is a video.

5

Math is amazing: sequences

http://www.sumupmymath.blogspot.com/2010/01/sequences.html

Friday, January 29, 2010. Sequences occur all our lives. For example when we count, 1.2.3. and so on. when we multiply by a given number, 1*2, 1*3 and so on. But a known mathematical example of sequences are Fibonacci's. Arithmetical. Pascal's triangle use sequences through out the entire triangle. It is important for young elementary children to learn patterns and sequences. With out them the will struggle in math. Here is a video. Here is a video. Here is a video. January 31, 2010 at 2:11 PM. This was ...

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Math Is The Bomb!: Divisibility Tests

http://jwalker11.blogspot.com/2010/02/divisibility-tests.html

All About the Numbers! The GCF and the LCM. Prime, Composite, Square, and Prime Factorization. Problem Solving: with algebra, fractions, exponents, square roots,. Monday, February 15, 2010. There are 12 different divisibility tests. They are the numbers 2-12. This link shows all the different steps LINK. The divisibility of 7 and 11 are really difficult and hard to solve. 7 is very difficult and recommended that you just do the division. 7 You add the odd numbered digits 7 0 8 7=22. Maria H. Andersen.

jwalker11.blogspot.com jwalker11.blogspot.com

Math Is The Bomb!: Prime Factorization

http://jwalker11.blogspot.com/2010/02/prime-factorization.html

All About the Numbers! The GCF and the LCM. Prime, Composite, Square, and Prime Factorization. Problem Solving: with algebra, fractions, exponents, square roots,. Monday, February 15, 2010. Prime factorization is an easy way to show the numbers that make up that number. click here. For an example of a prime factorization. Prime factorization can be solved by two ways. The first way is probably the way everyone knows. The second way is like your dividing a number except backwards. View my complete profile.

jwalker11.blogspot.com jwalker11.blogspot.com

Math Is The Bomb!: Prime & Composite Numbers

http://jwalker11.blogspot.com/2010/02/prime-composite-numbers.html

All About the Numbers! The GCF and the LCM. Prime, Composite, Square, and Prime Factorization. Problem Solving: with algebra, fractions, exponents, square roots,. Tuesday, February 16, 2010. Prime and Composite Numbers. What is a so called prime number? Well a prime number is a number that is divisible only by itself and 1. Primes are all greater than 1. They are also the so called "building blocks" of numbers. Will take you to a page talking about prime numbers. And the composite link.

jwalker11.blogspot.com jwalker11.blogspot.com

Math Is The Bomb!: February 2010

http://jwalker11.blogspot.com/2010_02_01_archive.html

All About the Numbers! The GCF and the LCM. Prime, Composite, Square, and Prime Factorization. Problem Solving: with algebra, fractions, exponents, square roots,. Wednesday, February 17, 2010. The greatest common facor can be defined as the largest factor in the group of factors that divides the number. The steps in order to find the GCF. List the prime factors of each number. Multiply those factors that both numbers have in common. If there is no common prime factors then the GCF is 1. There are 12 diff...

kayliel.blogspot.com kayliel.blogspot.com

Number Systems 101: Divisibility Tests

http://kayliel.blogspot.com/2010/02/divisibility-tests.html

Monday, February 15, 2010. If the last digit of the number is divisible by two, then the whole number is divisible by two. Take the sum of all the digits of a number, and if the sum is divisible by three, then the whole number is divisible by three. If the last digit is a zero or five, then the whole number is divisible by five. Because six is the result of two times three, if the number is divisible by two and by three, then the whole number is divisible by six. Because twelve is the result of three tim...

jwalker11.blogspot.com jwalker11.blogspot.com

Math Is The Bomb!: Crazy Numbers

http://jwalker11.blogspot.com/2010/02/crazy-numbers.html

All About the Numbers! The GCF and the LCM. Prime, Composite, Square, and Prime Factorization. Problem Solving: with algebra, fractions, exponents, square roots,. Monday, February 8, 2010. I recently have learned the different number systems through out time. They are Egyptian, Babylonian, Mayan, and of course the decimal system. These each are quite challenging and can cause some discouragement. The Babylonian symbols can be shown by clicking on this link. And lastly the Mayan symbols are shown here.

kayliel.blogspot.com kayliel.blogspot.com

Number Systems 101: February 2010

http://kayliel.blogspot.com/2010_02_01_archive.html

Monday, February 15, 2010. Prime, Composite, Square, and Prime Factorization. When dealing with numbers, you can classify them into many different categories. In this post, we are going to look at the categories of prime, composite, and square. We will also take a look at prime factorization, which although is not a categ. Ory for placing numbers, it will help you see the make up of the composite numbers. There are many more prime numbers, but that should give you a good look at what some are. Prime Fact...

jwalker11.blogspot.com jwalker11.blogspot.com

Math Is The Bomb!: Greatest Common Factor

http://jwalker11.blogspot.com/2010/02/greatest-common-factor.html

All About the Numbers! The GCF and the LCM. Prime, Composite, Square, and Prime Factorization. Problem Solving: with algebra, fractions, exponents, square roots,. Wednesday, February 17, 2010. The greatest common facor can be defined as the largest factor in the group of factors that divides the number. The steps in order to find the GCF. List the prime factors of each number. Multiply those factors that both numbers have in common. If there is no common prime factors then the GCF is 1.

kayliel.blogspot.com kayliel.blogspot.com

Number Systems 101: Base 12

http://kayliel.blogspot.com/2010/02/base-12.html

Wednesday, February 10, 2010. The number 236 base twelve is actually the number 330 in base ten. You get this answer by multiplying 2 by 144, adding that to 3 times 12, and then finally adding that to 6 times 1. Lets try another one. the number 5T1 base twelve would be 841 base ten. Remember, multiply 5 by 144, add that to 10 times 12, and then add 1 times 1. February 15, 2010 at 12:18 PM. Ok so T is Ten and E is eleven I will not forget it. February 15, 2010 at 12:28 PM. I will have to remember. Math Is...

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Math is amazing

Friday, January 29, 2010. Sequences occur all our lives. For example when we count, 1.2.3. and so on. when we multiply by a given number, 1*2, 1*3 and so on. But a known mathematical example of sequences are Fibonacci's. Arithmetical. Pascal's triangle use sequences through out the entire triangle. It is important for young elementary children to learn patterns and sequences. With out them the will struggle in math. Here is a video. Here is a video. Here is a video. Logic and Everday use. When figuring o...

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