Question
Which of the following amounts can you share equally to one hundred and three students? N$ 11021, N$ 101353 N$ 56341 and or N$ 103
Answers
GPT-4o mini
To determine which amounts can be shared equally among one hundred and three students, we need to check if each amount is divisible by 103 without a remainder.
We can do this by dividing each amount by 103:
1. **N$ 11021**:
\( 11021 \div 103 = 107.49 \) (not divisible)
2. **N$ 101353**:
\( 101353 \div 103 = 983.52 \) (not divisible)
3. **N$ 56341**:
\( 56341 \div 103 = 547.11 \) (not divisible)
4. **N$ 103**:
\( 103 \div 103 = 1 \) (divisible)
So, only **N$ 103** can be shared equally among one hundred and three students.
We can do this by dividing each amount by 103:
1. **N$ 11021**:
\( 11021 \div 103 = 107.49 \) (not divisible)
2. **N$ 101353**:
\( 101353 \div 103 = 983.52 \) (not divisible)
3. **N$ 56341**:
\( 56341 \div 103 = 547.11 \) (not divisible)
4. **N$ 103**:
\( 103 \div 103 = 1 \) (divisible)
So, only **N$ 103** can be shared equally among one hundred and three students.