I dont understand how to calculate the speed in this problem ?

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Homework Help Overview

The problem involves calculating the original speed of a vehicle based on the time taken to travel between mile markers and the effect of increasing speed on that time. The subject area is kinematics, specifically relating to speed, time, and distance.

Discussion Character

  • Exploratory, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the formulation of equations relating speed and time, questioning the consistency of units and the setup of the equations. There is an exploration of how to correctly express speed in miles per hour versus miles per second.

Discussion Status

Some participants are providing guidance on the formulation of equations and checking for unit consistency. There is an ongoing exploration of the original poster's calculations, with no explicit consensus reached on the correct approach or solution.

Contextual Notes

There is mention of confusion regarding unit conversions and the implications of negative values in the context of speed. The original poster expresses uncertainty about their understanding of physics concepts.

papi
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Driving along a crowded freeway, you notice that it takes a time t to go from one mile marker to the next. When you increase your speed by 5.0 mi/h, the time to go one mile decreases by 13 s. What was your original speed?
(in mph)

I did R= 1/T
and R= 1/T-13 -5/3600

However, my answer didnt make any sense at all when i combined the 2 equations. please help
 
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Make sure it's 1/(T-13). Also, from the way you wrote the equations, your speed R is in miles/second. Maybe that's why the result seems strange to you.
 
papi said:
Driving along a crowded freeway, you notice that it takes a time t to go from one mile marker to the next. When you increase your speed by 5.0 mi/h, the time to go one mile decreases by 13 s. What was your original speed?
(in mph)

I did R= 1/T
and R= 1/T-13 -5/3600

However, my answer didnt make any sense at all when i combined the 2 equations. please help

Those equations look right to me. What answer did you get for R and T?

Did you check if your numbers were consistent with the two equations?

p.s. Welcome to Physics Forums!

p.p.s. Smallphi is giving good advice here.
 
I still dnt get it. I am really bad at physics :(
SO my answer was in miles/ sec opposed to miles/ hr?
i got -103.4651999 miles/ sec then
but how could it be neg, and if it is right, how do i convert it?
 

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