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When a positive integer m is divided by 17, the remainder is 3. Which
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14 Jul 2021, 05:14
14 Jul 2021, 05:14
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65% (01:18) correct
34% (01:15) wrong based on 35 sessions
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When a positive integer m is divided by 17, the remainder is 3. Which integer could be m?
Indicate all such integers.
(A) 73
(B) 240
(C) 258
(D) 274
(E) 292
Indicate all such integers.
(A) 73
(B) 240
(C) 258
(D) 274
(E) 292
When a positive integer m is divided by 17, the remainder is 3. Which
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14 Jul 2021, 19:48
14 Jul 2021, 19:48
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When a positive integer \(m\) is divided by \(17\), the remainder is \(3\).
So when \(3\) is subtracted from a no, it will be divisible by \(17\).
Do this with all the option.
only \(292\) & \(258\) will suffice the condition. (\(292-3 = 289 \) & \(258-3 = 255 \)--- divisible by \(17\))
Answer C E
So when \(3\) is subtracted from a no, it will be divisible by \(17\).
Do this with all the option.
only \(292\) & \(258\) will suffice the condition. (\(292-3 = 289 \) & \(258-3 = 255 \)--- divisible by \(17\))
Answer C E
When a positive integer m is divided by 17, the remainder is 3. Which
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16 Jul 2021, 04:15
16 Jul 2021, 04:15
2
rx10 wrote:
When a positive integer \(m\) is divided by \(17\), the remainder is \(3\).
So when \(3\) is subtracted from a no, it will be divisible by \(17\).
Do this with all the option.
only \(292\) will suffice the condition. (\(292-3 = 289 \)--- divisible by \(17\))
Answer E
So when \(3\) is subtracted from a no, it will be divisible by \(17\).
Do this with all the option.
only \(292\) will suffice the condition. (\(292-3 = 289 \)--- divisible by \(17\))
Answer E
In that case option C 258 can also be the answer
258-3 = 255 { 17*15}
I expect this is multiple answer choice question
So the answer has to be C, E
