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How many tracks are there? How long is each track? How much space does one car occupy on a track?
Simplify the expression found in Part A.
Write an expression that represents the time needed for a safety check of one car.
5tracks *2miles/1track*5280feet/1mile*1car/75feet
704 cars
70.4 hours
We want to write an expression that could be used to determine the number of train cars involved in the backup. Let's point out what we already know.
Note that the length of the track is expressed in miles, meanwhile the space occupied by one car is expressed in feet. Therefore, we will have to change the unit. Recall that 1mile is equal to 5280feet. Let's start writing the expression.
To determine how many train cars are involved in the backup, we will simplify the expression found in Part A.
Multiply fractions
a*b/c= a* b/c
Cancel out common factors
Simplify quotient
a * 1=a
a/b=.a /5./.b /5.
a/b=.a /15./.b /15.
a/1=a
Multiply
There are 704 cars involved in the backup.
First, we will write an expression that represents the time needed for a safety check of one car. Let's point out what we already know.
Now, we will write our expression.
Multiply fractions
a*b/c= a* b/c
Cancel out common factors
Simplify quotient
a * 1=a
Multiply
Use a calculator
The safety checks will take on average 70.4 hours.