Teacher is buying pencils for 315 students. The pencils are sold in boxes of tens. How can she use rounding to decide how many pencils to buy? How do I get the answer?
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There are 315 students ,
then the teachers needed 315 pencils.
Since the pencils comes in 10- pecils cases, then she can buy 32 cases...
(The entire section contains 67 words.)
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She should round up the # of students to 320 in order to have enough for everyone.10 pencils times 32 boxes =320 pencils...
The teacher has to buy pencils for 315 students. If she has more than 315 pencils, it is fine as there will be a few extra pencils but if she has less than 315 pencils, a few students will not be able to do their work.
Now pencils are sold in boxes that contain 10 pencils each. So the teacher rounds 315 to the next higher number that is divisible by 10. Here it is 320. Therefore she needs to buy 32 boxes of pencils to satisfy the requirement of all the students.
The problem is telling about the utility and application of rounding.
The number of students = 315.
The number of pencils in a bos = 10.
Since each pencil box has 10 pencils, teacher has to purchase a number nearest 10 to 315 . There are two nearest 10's: 310 or 320 . But with 310 pencils , it is short of 5 pencils for 315 students, if she gives one pencil to each.
With 320 pencils, she can give one each to 315 students and retain extra 5 pencils.
So the number boxes of pencils each containing 10 pencils to be purchased by the teacher = 320/10 = 32
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