To determine which of the given numbers is divisible by 4, we need to test each number by checking if the remainder when divided by 4 is zero. Here are the steps:
1. Check the number 185:
- Dividing 185 by 4 results in a quotient and checking the remainder:
- [tex]\( 185 \div 4 \)[/tex] does not result in an integer quotient and therefore has a remainder.
Conclusion: 185 is not divisible by 4.
2. Check the number 195:
- Dividing 195 by 4 results in a quotient and checking the remainder:
- [tex]\( 195 \div 4 \)[/tex] does not result in an integer quotient and therefore has a remainder.
Conclusion: 195 is not divisible by 4.
3. Check the number 122:
- Dividing 122 by 4 results in a quotient and checking the remainder:
- [tex]\( 122 \div 4 \)[/tex] does not result in an integer quotient and therefore has a remainder.
Conclusion: 122 is not divisible by 4.
4. Check the number 132:
- Dividing 132 by 4 results in a quotient and checking the remainder:
- [tex]\( 132 \div 4 = 33 \)[/tex] exactly, with no remainder.
Conclusion: 132 is divisible by 4.
Therefore, the number among the given options that is divisible by 4 is:
132
