Maria is taking a math test that has 4 parts. She has a total of 3/4 of an hour to complete all the parts. If she is allowed the same amount of time to complete each part, how much time does she have to spend on each part?(1 point)
hour
To find out how much time Maria has to spend on each part, we need to divide the total time she has by the number of parts.
Total time: 3/4 hour
Number of parts: 4
Time for each part = Total time / Number of parts = (3/4) / 4 = 3/16 hour
Therefore, Maria has 3/16 hour to spend on each part.
To find out how much time Maria has to spend on each part, we need to divide the total amount of time she has by the number of parts on the test.
Given that Maria has a total of 3/4 of an hour to complete all 4 parts, we divide 3/4 by 4.
(3/4) ÷ 4 = 3/16.
Therefore, Maria has 3/16 of an hour to spend on each part.
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To find out how much time Maria has to spend on each part, we need to divide the total available time by the number of parts.
Maria has a total of 3/4 hour to complete all the parts, and there are 4 parts in total.
To divide 3/4 hour by 4, we can express 3/4 as a decimal number. To convert from a fraction to a decimal, divide the numerator (3) by the denominator (4):
3 ÷ 4 = 0.75
Now we have the decimal representation of 3/4.
To find out how much time Maria has to spend on each part, divide the total available time (0.75) by the number of parts (4):
0.75 ÷ 4 = 0.1875
So Maria has approximately 0.1875 hours to spend on each part.
Since 0.1875 is expressed in hours, we can convert it to a more common time unit, such as minutes, by multiplying it by 60:
0.1875 × 60 = 11.25 minutes
Therefore, Maria has approximately 11.25 minutes to spend on each part.