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What could be the values of integers from 180 to 300, inclusive, that
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24 Sep 2021, 03:15
24 Sep 2021, 03:15
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Question Stats:
60% (02:08) correct
40% (01:55) wrong based on 40 sessions
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What could be the values of integers from 180 to 300, inclusive, that leave the remainder 2 when divided by 15 and by 9?
Indicate all such numbers.
A 182
B 191
C 197
D 227
E 242
F 272
G 281
Source: manhattanreview
Indicate all such numbers.
A 182
B 191
C 197
D 227
E 242
F 272
G 281
Source: manhattanreview
Re: What could be the values of integers from 180 to 300, inclusive, that
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25 Sep 2021, 09:09
25 Sep 2021, 09:09
1
Integers between \(180\) and \(300\) inclusive.
A number that leaves remainder \(2\) when divided by \(15\) & \(9\)
LCM of \(15\) & \(9\) is \(45\)
So the number will be in the form of \(45x + 2\)
Only three numbers from the options suffice it. \(182 , 227 , 272\)
Answer \(A D F \)
A number that leaves remainder \(2\) when divided by \(15\) & \(9\)
LCM of \(15\) & \(9\) is \(45\)
So the number will be in the form of \(45x + 2\)
Only three numbers from the options suffice it. \(182 , 227 , 272\)
Answer \(A D F \)
Re: What could be the values of integers from 180 to 300, inclusive, that
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21 Aug 2025, 07:53
21 Aug 2025, 07:53
Find the lowest common multiple for each, and that would be 45. Set up the equation = 45x+2. plug and chug!
