Archive for January, 2008
Thursday, January 31st, 2008
webmaster@algebra.com:
Click on the link to solve this problem: Here are some problems that have me completely stumped!! Simplify. Express in simplest radical form: 1.the square root of ‘m’ multiplied by the square root of ‘m^2′ 2.the square root of m^2/n^3 …
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Thursday, January 31st, 2008
webmaster@algebra.com:
Click on the link to solve this problem: A plane leaves an airport traveling at an average speed of 240 kilometers per hour. How long will it take a second plane traveling the same route at an average speed of 600 kilometers per hour to …
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Thursday, January 31st, 2008
webmaster@algebra.com:
Click on the link to solve this problem: (1-i)(2-i)/1-2i.
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Thursday, January 31st, 2008
webmaster@algebra.com:
Click on the link to solve this problem: THE TALLEST PLAYER ON THE BASKETBALL TEAM IS 77 3/4 INCH TALL. THIS IS 9 1/2 INCH TALLER THAN THE SHOREST PLAYER. HOW TALL IS THE SHORTEST PLAYER.
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Thursday, January 31st, 2008
crosta:
Click on the link to solve this problem: Can you help me with this equation? {{{((4x)-(4))/((2x)+(1))=((2x)-(1))/(x+4)}}} I work it out to x={{{-17/12}}} If I am correct, that would make my equation false. Thanks for your help.
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Thursday, January 31st, 2008
unknown:
I’m no statistician, and my math skills are exactly why my wife hides the checkbook, but the numbers suggest that there are ungoverned SOA programs out there that are doing a bang-up job of wasting lots and lots of money. …
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Thursday, January 31st, 2008
unknown:
webmaster@algebra.com:. Click on the link to solve this problem: THE TALLEST PLAYER ON THE BASKETBALL TEAM IS 77 3/4 INCH TALL. THIS IS 9 1/2 INCH TALLER THAN THE SHOREST PLAYER. HOW TALL IS THE SHORTEST PLAYER. Read more.
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Thursday, January 31st, 2008
mrwrinkle:
Today, I had a modern algebra exam. I can say with honesty that it was probably the worst effort I have ever put forth for a math exam in my entire life. In bygone days, I may have just dropped the class, but that’s no longer an option, …
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Thursday, January 31st, 2008
unknown:
Can Dolphins Do Math? (page 10) Learn why dolphins might need basic math skills. Science Letters (page 18) Discover whether insects sneeze, cough, or hiccup. Find the Crescent Moon (page 26) See the moon at this stage. …
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Thursday, January 31st, 2008
webmaster@algebra.com:
Click on the link to solve this problem: please help with these two problems, it’s form my college math teacher who’s throwing a test this evening please help me. (1) if h(x) =f(x)=2, what would the coordinates of p be after the ,give …
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