To find the number of hours Kimi will be able to provide to other students this month, we need to subtract the hours she will spend tutoring the two specific students from the total number of hours she has available.
Total hours Kimi has available = 40 hours
Hours tutoring first student = 14 hours
Hours tutoring second student = 38 hours
Therefore, the number of hours Kimi will be able to provide to other students this month is:
40 hours - (14 hours + 38 hours) = 40 hours - 52 hours = -12 hours
Since the result is negative, it means that Kimi will not have any hours left for tutoring other students this month. So the answer is 0 hours.
Kimi has a part-time job tutoring students in math for 40 hours each month. She will be tutoring one student for 14 of the allotted time this month and another student for 38 of the allotted time this month. How many hours of tutoring will she be able to provide to other students this month? Solve this multi-step real-world problem involving multiplication with fractions. Express the answer in simplest form.(1 point)
Responses
15 hours
15 hours
2114 hours
21 Start Fraction 1 over 4 End Fraction hours
25 hours
25 hours
1834 hours
1 answer