Asked by Thor
The slevator starts at 1st floor and accelerated 1m/s^2 for 6 seconds and continues at a constant velocity for 12 seconds more and is then stopped in 4 seconds with constant deceleration. If the floors are 3 meters apart at what floor does the elevator stops?
Answers
Answered by
bobpursley
with what constant deacceleration value?
Answered by
bobpursley
Ok, I see it now, the total displacement is the sum of
d1=1/2 *1*6^2
d2= 1*6*12
d3=1/2 (-1*6*12)/4 *4^2
check those...
then floor=displacement/3 + 1
assuming ground floor is called floor 1
displacement= d1+d2+d3
d1=1/2 *1*6^2
d2= 1*6*12
d3=1/2 (-1*6*12)/4 *4^2
check those...
then floor=displacement/3 + 1
assuming ground floor is called floor 1
displacement= d1+d2+d3
Answered by
Steve
Hmmm. I get
d3 = 6*4 + 1/2 (-6/4)*4^2
since v goes from 6 to 0 in 4 seconds.
bob's the physicist, but ...
d3 = 6*4 + 1/2 (-6/4)*4^2
since v goes from 6 to 0 in 4 seconds.
bob's the physicist, but ...
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