Answer :
If the total length of a road trip was 14.4 hours. If highway signs are posted every 0.06 hours, there will be a total of 240 highway signs on the road trip, including one at the end of the trip.
This problem involves finding the number of highway signs that will be posted on a road trip. We are given that the total length of the trip is 14.4 hours and that highway signs are posted every 0.06 hours, including one at the end of the road trip.
To find the number of highway signs, we can use the formula:
Number of signs = (Total length of the trip) ÷ (Time interval between each sign)
The time interval between each sign is given as 0.06 hours. Therefore, we can substitute this value and the total length of the trip into the formula:
Number of signs = (14.4 hours) ÷ (0.06 hours/sign)
Number of signs = 240
Therefore, there will be 240 highway signs on the road trip in total, including one at the end of the trip. This means that a highway sign will be posted every 0.06 hours, and the last sign will be posted at the end of the trip.
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Answer:
Step-by-step explanation:
If the total length of a road trip was 14.4 hours. If highway signs are posted every 0.06 hours, there will be a total of 240 highway signs on the road trip, including one at the end of the trip.
This problem involves finding the number of highway signs that will be posted on a road trip. We are given that the total length of the trip is 14.4 hours and that highway signs are posted every 0.06 hours, including one at the end of the road trip.
To find the number of highway signs, we can use the formula:
Number of signs = (Total length of the trip) ÷ (Time interval between each sign)
The time interval between each sign is given as 0.06 hours. Therefore, we can substitute this value and the total length of the trip into the formula:
Number of signs = (14.4 hours) ÷ (0.06 hours/sign)
Number of signs = 240
Therefore, there will be 240 highway signs on the road trip in total, including one at the end of the trip. This means that a highway sign will be posted every 0.06 hours, and the last sign will be posted at the end of the trip.
