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Answer :
The answer would be 13 because if u have to put a sign every 0.5 mi you would have to divide 26 by 2
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Answer: There are 53 new signs are needed.
Step-by-step explanation:
Since we have given that
Length of section of a highway = 23 miles
At every 0.5 miles in between, new signs will be placed at the beginning.
So, Number of new signs would be
[tex]\dfrac{26}{0.5}\\\\=\dfrac{260}{5}\\\\=52[/tex]
And there is a new sign at the beginning too.
So, the number of new signs would be 52+1= 53.
Hence, there are 53 new signs are needed.
