One-half of a road construction project was completed by 6 workers in 12 days. Working at the same rate, what is the smallest number of workers needed to finish the rest of the project in exactly four days?
Source: mathcounts.org
Tuesday, October 14, 2008
Solution to Sattellite Problem
To solve this question we will use the formula time = distance/rate. At the point that the two sattellites meet they will have traveled for the same length of time but the sattellite that started behind the first will have traveled 1000 miles further than the one that started in the front. We can use this information to set up two equations with the same variables.
T = d/17,000
T = (d + 2)/17,500
Since we established that they travel for the same length of time, we can set the two equations equal to each other.
d/17,000 = (d + 1000)/17,500
d = 34,000 miles
Source: mathcounts.org
T = d/17,000
T = (d + 2)/17,500
Since we established that they travel for the same length of time, we can set the two equations equal to each other.
d/17,000 = (d + 1000)/17,500
d = 34,000 miles
Source: mathcounts.org
Thursday, October 2, 2008
Students of the Month: September
It is hard to believe that we are already finished with the first month and a half of school. Students have been working very hard, but there are a few students who have stood out amongst their peers. The following are the students of the month of September:
Period 2/3
Pranavi Yalamanchili
Period 4/5
Jose Palacios
Period 6/7
Austin Kittrell
Congratulations to Pranavi, Jose and Austin. You have been doing great. Keep up the good work.
Period 2/3
Pranavi Yalamanchili
Period 4/5
Jose Palacios
Period 6/7
Austin Kittrell
Congratulations to Pranavi, Jose and Austin. You have been doing great. Keep up the good work.
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