Solving Speed of a Truck Problem - Calculating Time to Brake

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Homework Help Overview

The problem involves a truck decelerating from an initial speed to a lower speed, with specific values given for both speeds and the deceleration rate. The context is within kinematics, focusing on the calculation of time required for the speed change.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants discuss unit conversion from km/h to m/s and the application of the kinematic equation. There is a focus on identifying errors in the initial calculations and assumptions about the initial speed.

Discussion Status

Participants are actively engaging in identifying mistakes in the calculations, particularly regarding unit conversion and the initial speed of the truck. There is a recognition of discrepancies in the values used, but no consensus on a final approach has been reached.

Contextual Notes

There are indications of missing information and errors in the original poster's calculations, which are being clarified through discussion. The thread has been noted for potential relocation to a homework-specific section by moderators.

Perry
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(mentor note) post moved here from non-homework thread hence no template.

A truck is traveling at a v=180 km/h speed on a straight road. At some point, the driver sees a police car and hits the brakes. If his average deceleration is a=-4m/s^2, how long will it take for its speed to go down to 80 km/h?

So, i converted the units to m/s and used the equation u=v-at to find the time, but the result was wrong. What am i missing?
 
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It is impossible for us to know since you did not bother to show any work (which is against forum rules).
 
Right, sorry. Okay so v=180km/h is 33.33 m/s and u=80 km/h is 22.2 m/s. If I plug these numbers into the formula, along with a=-4m/s^2, i get t=2,775 sec. The correct answer is apparently 1.66 sec. I don't know what i am doing wrong.
 
Last edited:
Perry said:
Right, sorry. Okay so v=180km/h is 33.33 m/s and u=80 km/h is 22.2 m/s. If I plug these numbers into the formula, along with a=-4m/s^2, i get t=2,775 sec. The correct answer is apparently 1.66 sec. I don't know what i am doing wrong.
Well, just as a quick check, it jumps out at you that 180/80 is not the same as 33.3/22.2 (or, if you prefer, 180/33.33 is not the same as 80/22.2). What does that tell you?
 
phinds said:
Well, just as a quick check, it jumps out at you that 180/80 is not the same as 33.3/22.2 (or, if you prefer, 180/33.33 is not the same as 80/22.2). What does that tell you?

Right, so apparently, i converted 180 km/h wrong. It's actually 50 m/s, not 33.3 m/s.
I made another mistake. It's v=120 km/h, not 180.
 
Hi Perry, just for info.. Homework or homework like questions should go in that section. The moderators might move your thread there.
 

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