Finding the length of the circuit.

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SUMMARY

The discussion focuses on calculating the length of a circuit using the formula D = rt, where D represents distance, r is the rate of speed, and t is time. The user defines three speeds for different modes of travel: walking at 60/a mph, riding at 60/b mph, and driving at 60/c mph. The equation for the total distance is expressed as d = (60/a)t1 + (60/b)t2 + (60/c)t3. The user seeks assistance in progressing from this equation to find the length of the circuit.

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  • Understanding of the distance formula D = rt
  • Basic algebra for manipulating equations
  • Knowledge of speed, time, and distance relationships
  • Familiarity with variables and notation in mathematical expressions
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Homework Statement


Q36hall_XXIV.jpg


Homework Equations


D = rt

The Attempt at a Solution



[/B]
This is my attempt
let d= length of the circuit
60/a mph --- speed for walking
60/b mph ----speed for riding
60/c mph ---- speed for driving

d=(60/a)t1+(60/b)t2+(60/c)t3

From here I cannot continue. Kindly help me. Thanks!
 
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paulmdrdo said:

Homework Statement


Q36hall_XXIV.jpg


Homework Equations


D = rt

The Attempt at a Solution



[/B]
This is my attempt
let d= length of the circuit
60/a mph --- speed for walking
60/b mph ----speed for riding
60/c mph ---- speed for driving

d=(60/a)t1+(60/b)t2+(60/c)t3

From here I cannot continue. Kindly help me. Thanks!
Use the information given in the problem for the times of the different routes, using some notation for the sides of the triangle.
 

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