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M represents the minimum positive value of the expression |15x + 25y|,
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11 Sep 2024, 00:46
11 Sep 2024, 00:46
Expert Reply
00:00
Question Stats:
75% (00:29) correct
25% (00:45) wrong based on 4 sessions
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M represents the minimum positive value of the expression \(|15x + 25y|\), where x and y are different integers
Quantity A |
Quantity B |
\(M\) |
\(5\) |
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Re: M represents the minimum positive value of the expression |15x + 25y|,
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16 Sep 2024, 09:25
16 Sep 2024, 09:25
x=-1, y=0
Ans= A?
Ans= A?
Re: M represents the minimum positive value of the expression |15x + 25y|,
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17 Sep 2024, 05:09
17 Sep 2024, 05:09
Expert Reply
The absolute value \(|15x + 25y|\) is the sum of two multiples of five
Threfore M must be a multiple of five as well. And the minimum value of 5 is 5 itself
C is the answer
Threfore M must be a multiple of five as well. And the minimum value of 5 is 5 itself
C is the answer
