The Total number of hours required to repave the whole road is 36.
The unitary method is a method for solving a problem by the first value of a single unit and then finding the value by multiplying the single value.
The Total length of the road that needs to be repaved = 3/5 miles
The Total length of the road which is repaved by the road crew per hour = 3/5 miles
The Total number of hours required to repave the whole road
= (Length of the road to be repaved)/(Length of the road repaved by the crew per hour)
= 3/4 divided by 1/48
= 3/4*48/1= 144/4
= 36
Hence, The Total number of hours required to repave the whole road is 36.
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Answer: 36 hours
Step-by-step explanation: Plz mark me brainlest
3/4 divided by 1/48
KCF
3/4*48/1= 144/4= 36
$
Mai is going to pay a total of 15600, because she must pay 3600 more because of interest
Answer:
The ratios are identical
Step-by-step explanation:
coordinates best repositions the triangle to make a coordinate proof easier?
o (0,0),(4,0), and (4.-5)
O (0,0).(-4,0), and (0, -5)
O(0,0). (0,4), and (5,0)
O (0,0),(4,0), and (0, -5)
None of the other answers are correct
Answer: (0,0),(0,4), and (5,0)
Step-by-step explanation:
It is easy to find lengths of horizontal and vertical segments and distances from (0,0) so always place one vertex at the origin and one or more sides on an axis.
This answer has an x intercept and y intercept.
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