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Answer :
Sure! Let's create a word problem that can be modeled by the expression [tex]\(193 \div 14\)[/tex].
### Word Problem:
Imagine a teacher has 193 pencils. She wants to distribute these pencils equally among 14 students. How many pencils will each student receive if we disregard any pencils that might be left over?
### Solution:
1. Understand the Situation:
- The teacher has a total of 193 pencils.
- There are 14 students, and each student should receive the same number of pencils.
2. Formulate the Division Problem:
- We need to divide the total number of pencils by the number of students.
- The division expression for this is [tex]\(193 \div 14\)[/tex].
3. Calculate the Quotient:
- When you divide 193 pencils by 14 students, each student will get approximately 13.785714285714286 pencils.
4. Interpret the Result:
- Since each student cannot receive a fraction of a pencil, we focus on the whole number part of the quotient.
- Each student will receive 13 pencils.
- Any leftover pencils are ignored in this scenario.
So, in summary, each student would receive 13 pencils if the teacher distributes 193 pencils equally among 14 students.
### Word Problem:
Imagine a teacher has 193 pencils. She wants to distribute these pencils equally among 14 students. How many pencils will each student receive if we disregard any pencils that might be left over?
### Solution:
1. Understand the Situation:
- The teacher has a total of 193 pencils.
- There are 14 students, and each student should receive the same number of pencils.
2. Formulate the Division Problem:
- We need to divide the total number of pencils by the number of students.
- The division expression for this is [tex]\(193 \div 14\)[/tex].
3. Calculate the Quotient:
- When you divide 193 pencils by 14 students, each student will get approximately 13.785714285714286 pencils.
4. Interpret the Result:
- Since each student cannot receive a fraction of a pencil, we focus on the whole number part of the quotient.
- Each student will receive 13 pencils.
- Any leftover pencils are ignored in this scenario.
So, in summary, each student would receive 13 pencils if the teacher distributes 193 pencils equally among 14 students.
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Rewritten by : Barada
