A shipment of 288 reams of paper was delivered. Each of the 30 classrooms recieved an equal share of the paper. Any extra reams

Question

Rashid [163]

3 years ago

12

A shipment of 288 reams of paper was delivered. Each of the 30 classrooms recieved an equal share of the paper. Any extra reams

of paper were stored. After the paper was distributed to the classrooms, how many reams of paper were stored?

Mathematics

2 answers:

xenn [34] · Answer 1 · 2022-02-01T22:07:15+03:00

xenn [34]3 years ago

5 0

288 divided by 30= 9 papers passed out; 18 papers left ^U^

katrin [286] · Answer 2 · 2022-02-01T23:59:08+03:00

18 reams of paper were stored after distribution to the classrooms.

Total shipment of reams of paper = 288
Total number of classrooms = 30

<h2>Further Explanation</h2>

To determine the amount of reams of papers that were stored, the total shipment of reams of paper (288) will be divided by the total number of classrooms (30).

Thus,

= $\frac{288}{30}$

= 9.06 (rounded up to 9, since half ream of a paper cannot be given to someone)

= 9 x 30 (number of classrooms)

= 270

Thus, the total amount of distributed reams of papers = 270

Determining the amount stored, total shipment (288) – total distributed (270)

Therefore,

= 288 – 270

= 18

Hence, 18 reams of paper were stored.

The above math problem was solved with the help of an order of operations i.e. BODMAS, and it represents Bracket, Of, Division, Multiplication, Addition, Subtraction.

Significantly, Multiplication, Division and Subtraction were used to derive the solution to the math problem.

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