Ok so I have home work due at 9am EST its now 4am and I need sleep and I can't seem to figure this problem out and I've been at it for hours.
A cab driver picks up a customer and delivers her 3.34 km away, driving a straight route. The driver accelerates to the speed limit and, upon reaching it, begins to decelerate immediately. The magnitude of the deceleration is 5.91 times the magnitude of the acceleration. Find the lengths of the (a) acceleration and (b) deceleration phases of the trip.
I still can't really figure it out and they gave me the tip
Hint
Let be the speed limit. Analyzing equation 2.9 () we see that for the first part of the motion the initial speed is zero and we have
.
For the second part of the motion, the final speed is zero and we have
.
Combine these two equations to eliminate . The relationship between and is known and can be used to eliminate in favor of . Finally, use the fact that the total distance, is known.
Which didn't really help me out either. Please help me out. Thanks
A cab driver picks up a customer and delivers her 3.34 km away, driving a straight route. The driver accelerates to the speed limit and, upon reaching it, begins to decelerate immediately. The magnitude of the deceleration is 5.91 times the magnitude of the acceleration. Find the lengths of the (a) acceleration and (b) deceleration phases of the trip.
I still can't really figure it out and they gave me the tip
Hint
Let be the speed limit. Analyzing equation 2.9 () we see that for the first part of the motion the initial speed is zero and we have
.
For the second part of the motion, the final speed is zero and we have
.
Combine these two equations to eliminate . The relationship between and is known and can be used to eliminate in favor of . Finally, use the fact that the total distance, is known.
Which didn't really help me out either. Please help me out. Thanks
