http://dorky-broots.livejournal.com/ (
dorky-broots.livejournal.com) wrote in
fandomhigh2006-03-31 06:00 pm
Entry tags:
Mathematics: All Classes: Friday 3.31.06 Period 1
"Okay, um, people who own me work because they were sick? Turn it and present please. Both classes will be working on some problems today.
Begginers:
1. What is the difference between the sum of the first 2003 even counting numbers and the sum of the first 2003 odd counting numbers?
2. What is the probability that a randomly drawn positive factor of 60 is less than 7?
3. What is the maximum number for the possible points of intersection of a cirlce and a triangle?
Intermediate:
1. A solid box is 15cm by 10cm by 8cm. A new solid is formed by removing a cube 3cm on a side from each corner of this box. What percent of the original volume is removed?
2. It takes Mary 30 minutes to walk uphill 1km from her home to school, but it takes her only 10 minutes to walk from school to home along the same route. What is her average speed, in km/hr, for the round trip?
3. The sum of two numbers is S. Suppose 3 is added to each number and then each of the resulting numbers is double. What is the sum of the final two numbers?
If you have any questions or problems, wave me down. Have at it!"
[OOC: Answers will go up in the OOC thread as soon as I solve the problems. Someone stole my answer booklet. All problems are from either AMC10 - 2003 or 2001.]
Begginers:
1. What is the difference between the sum of the first 2003 even counting numbers and the sum of the first 2003 odd counting numbers?
2. What is the probability that a randomly drawn positive factor of 60 is less than 7?
3. What is the maximum number for the possible points of intersection of a cirlce and a triangle?
Intermediate:
1. A solid box is 15cm by 10cm by 8cm. A new solid is formed by removing a cube 3cm on a side from each corner of this box. What percent of the original volume is removed?
2. It takes Mary 30 minutes to walk uphill 1km from her home to school, but it takes her only 10 minutes to walk from school to home along the same route. What is her average speed, in km/hr, for the round trip?
3. The sum of two numbers is S. Suppose 3 is added to each number and then each of the resulting numbers is double. What is the sum of the final two numbers?
If you have any questions or problems, wave me down. Have at it!"
[OOC: Answers will go up in the OOC thread as soon as I solve the problems. Someone stole my answer booklet. All problems are from either AMC10 - 2003 or 2001.]

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She thought for a moment longer. "Sooooo, the answer would be 2003?" She gave Broots a perplexed look. It couldn't be that easy.
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