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Welcome! to learning with (me) Robbie Chassé. It is my passion to guide you through the challenges and obstacles you might find while learning various levels of mathematics. Look for new posts on relevant articles or videos. Have fun!

Problem of the Month (December):
(Due: 1/1/13 and must attend answer day 1/8/13 for extra credit)

Track Problem: Jill and Jack start running at the same time from point A on a circular track in opposite directions. They each run at a constant speed and finish running when they first meet at A. Jill runs at 9 feet per second and jack at 5 feet per second. How many times do they meet from the time they start running to the time they meet at A?

Possible Solutions – Student Work

Problem of the month (September):

Rectangular Land Problem:  A man owns a rectangular piece of land. The land is divided into four rectangular pieces, known as Region A, Region B, Region C and Region D (see the figure below). One day his daughter, Nancy, asked him, what is the area of our land?  The father replied:   I will only tell you that the area of Region B is 200 ft2 larger than the area of  Region A; the area of Region C is 400 ft2 larger than the area of Region B; and the area of Region D is 800 ft2 larger than the area of Region C. What answer to her question will Nancy derive from her father’s statement?








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