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Mathematics, Physical Science
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Analysis in the physical sciences is largely based upon the assumptions that nature can be understood and that nature is well described by the language of mathematics. That this is a fundamentally religious belief is obvious in the statement by Henri Poincare, the French mathematician, "If God speaks to man, he undoubtedly uses the language of mathematics." We discover many mysterious patterns in nature only because we choose to convert raw ob ...
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Meet Rocky the Robot - the hero of the Funmaths GameStation.
Bring mathematics to life with fun educational software.
The Funmaths Game Station is high school math computer games covering many major mathematical concepts. Arcade-style animation jump-starts the major high school math concepts.
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Grade Six Problems
1)
Uncle Henry was driving to Halifax when he spotted a big green gorilla on the side of the road. He screeched to a stop, jumped out of his car. He saw the outline of a number on the gorilla. He couldn't quite see the number, but he knew it was a 4 digit number. And:
1) He remembered seeing a number 1.
2) In the hundred's place he remembers the number is 3 times the number in the thousand's place.
3) He said the number in the one's place is 4 times the n ...
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This is a help resource for 4th through 8th grades. We have just redesigned and reformatted these pages to enable faster loading and display times, but some pages still load slowly. Different browsers display graphics differently, so some math symbols may not appear to line up perfectly in some sentences. Our educational CD-ROMs contain the complete, searchable, indexed help facility shown below, along with the helpful problem-solving tips section. We hope you find this ...
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Number Notation
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0 ([text:zero]) 1 ([text:one]) 2 ([text:two]) 3 ([text:three]) 4 ([text:four]) 5 ([text:five]) 6 ([text:six]) 7 ([text:seven]) 8 ([text:eight]) 9 ([text:nine]) 10 ([text:ten]) 10^2 ([text:hundred]) 10^3 ([text:thousand])
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Archimedes’ Principle: When a body is immersed in liquid, it receives an upward thrust from the bottom towards the top equal to the weight of the displaced liquid.
The Sphere and Cylinder
The ratio of the volume of a sphere is two-thirds the volume of a circumscribed cylinder (Circumscribed refers to a shape surrounding another shape. Inscribed refers to a shape inside another shape).
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Sales Tax
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Many states and cities levy a sales tax on retail purchases. The sales tax is determined by finding a percentage of the purchase price. The percentage of tax called the tax rate varies between different cities and states.
If the sales tax is 6% and a $10.00 purchase is made, the sales tax is $10.00*6/100 or $0.60.
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Simple Interest
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When money is borrowed, interest is charged for the use of that money for a certain period of time. When the money is paid back, the principal (amount of money that was borrowed) and the interest is paid back. The amount to interest depends on the interest rate, the amount of money borrowed (principal) and the length of time that the money is borrowed.
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Compare 3 AbaciCompare the Suan Pan, the Soroban and the Nepohualtzitzin
The Suan Pan
The Chinese abacus, Suan Pan, Circa 1200 A.D.; 5 beads in the lower deck, 2 beads in the upper deck.
The Soroban
The Japanese abacus, Soroban, evolved from the Chinese abacus circa 1500 A.D.; 4 beads in the lower deck, 1 bead in the upper deck.
Aztec abacus
Nepohualtzitzin circa 900-1000 A.D. 3 Beads in the top deck, 4 beads in the bottom.
Last modified: Mon Dec 01 09:34:21 2003
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Grade Eight Problems
Be a math detective!
1)
The Adams family was going to buy a car for $5800. The car dealer offered the Adams family two options for buying the car. They could pay the full amount in cash, or they could pay $1000.00 down and $230.00 a month for 24 months on the installment plan. How much more would they pay for the car on the installment plan?
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2)
Lisa Lilly was the best runner in the eighth grade. One day she ran 100 ...
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Volume of a Cube
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The volume of a cube is (length of side)3.
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Infinity is for Children---and Mathematicians!
How Big is Infinity?
Most everyone is familiar with the infinity symbol--the one that looks like the number eight tipped over on its side. The infinite sometimes crops up in everyday speech as a superlative form of the word many. But how many is infinitely many? How far away is "from here to infinity"? How big is infinity?
You can't count to infinity. Yet we are comfortable with the idea that there are infinitely many numbers to count with: n ...
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