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If a number 7P323Q is completely divisible by 88, then the values of P and Q, respectively, are:
3; 2
2; 3
4; 2
9; 2
To determine the values of P and Q that make the number 7P323Q divisible by 88, we need to use two divisibility rules:
- A number is divisible by 88 if it is divisible by both 8 and 11.
Divisibility by 8:
- Check last three digits, 23Q, for divisibility by 8.
- Possible values for Q are tested: Q = 2 makes 232 divisible by 8.
Divisibility by 11:
- The alternating sum is calculated: 7 - P + 3 - 2 + 3 - Q.
- Substitute Q = 2, simplifying to 11 - P needs to be divisible by 11.
- Thus, P = 9.
The correct answer is:
- Option 4: 9; 2
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