Answer :
To determine whether 328 is divisible by 5, we need to check its remainder when divided by 5. Here is a step-by-step solution:
1. Identify the Dividend (328) and the Divisor (5):
- Dividend = 328
- Divisor = 5
2. Perform the Division:
To find the remainder, we use the division process.
- Divide 328 by 5.
3. Calculate the Quotient:
- The quotient is the result of the integer division of 328 by 5.
- The integer part of [tex]\( \frac{328}{5} \)[/tex] is 65 because [tex]\( 5 \times 65 = 325 \)[/tex].
4. Calculate the Remainder:
- Subtract the product of the quotient and the divisor from the original number.
- [tex]\( 328 - (5 \times 65) = 328 - 325 = 3 \)[/tex].
5. Interpret the Remainder:
- The remainder is 3.
Since the remainder is 3 and not 0, it means that 328 is not divisible by 5 without a remainder. The remainder when 328 is divided by 5 is 3.
1. Identify the Dividend (328) and the Divisor (5):
- Dividend = 328
- Divisor = 5
2. Perform the Division:
To find the remainder, we use the division process.
- Divide 328 by 5.
3. Calculate the Quotient:
- The quotient is the result of the integer division of 328 by 5.
- The integer part of [tex]\( \frac{328}{5} \)[/tex] is 65 because [tex]\( 5 \times 65 = 325 \)[/tex].
4. Calculate the Remainder:
- Subtract the product of the quotient and the divisor from the original number.
- [tex]\( 328 - (5 \times 65) = 328 - 325 = 3 \)[/tex].
5. Interpret the Remainder:
- The remainder is 3.
Since the remainder is 3 and not 0, it means that 328 is not divisible by 5 without a remainder. The remainder when 328 is divided by 5 is 3.