Asked by mathfailure
The inside wheels of a car traveling on a circular path are rotating half as fast as the outside wheels. The front two wheels are six feet apart. What is the number of feet in the path traced by the inside front wheel in one trip around the circle? Express your answer in the form "k pi", where k is an integer.
Answers
Answered by
Damon
inside wheel at radius r
outside wheel at radius 2 r because circumference is twice
so r = 6
so
2 pi r = 12 r
outside wheel at radius 2 r because circumference is twice
so r = 6
so
2 pi r = 12 r
Answered by
Steve
2(2pi r) = 2pi (r+6)
2pi r = pi r + 6pi
pi r = 6pi
r = 6
so, the distance is 2pi * 6 = 12 pi
2pi r = pi r + 6pi
pi r = 6pi
r = 6
so, the distance is 2pi * 6 = 12 pi
Answered by
mathfailure
thanks alot man!
Answered by
AoPS
Please do not post HW questions. Just for the record, the answer=12pi.
Answered by
boi
lmao first u sat don't that u give the answer. that's so hypocritic
Answered by
aops
Lol
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