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When a is divided by b the remainder is 13.When c is divided by d the
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12 Jul 2021, 05:50
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When a is divided by b the remainder is 13.When c is divided by d the remainder is 12. If a,b,c,d are all positive integers then which of these may be the value of b+d?
Re: When a is divided by b the remainder is 13.When c is divided by d the
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12 Jul 2021, 08:23
Carcass wrote:
When a is divided by b the remainder is 13.When c is divided by d the remainder is 12. If a,b,c,d are all positive integers then which of these may be the value of b+d?
A)23 B)24 C)25 D)26 E)27
Important rule: When positive integer N is divided by positive integer D, the remainder R is such that 0 < R < D For example, if we divide some positive integer by 7, the remainder can be 6, 5, 4, 3, 2, 1, or 0 Likewise, if we divide some positive integer by 4, the remainder can be 3, 2, 1, or 0
In the original question, we're told that, when a is divided by b the remainder is 13 So, b must be greater than 13. In other words, b COULD equal 14, 15, 16, 17, ....
We're also told that, c is divided by d the remainder is 12 So, d must be greater than 12. In other words, d COULD equal 13, 14, 15, 16, ....
So, the smallest possible value of b+d is 14+13 In other words, b+d COULD equal 27
Re: When a is divided by b the remainder is 13.When c is divided by d the
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20 Oct 2022, 09:25
Given that When a is divided by b the remainder is 13.When c is divided by d the remainder is 12. and we need to find which of these may be the value of b+d
Theory: When a number is divided by another number lets say "n" then the remainder can only be from 0 to n-1
When a is divided by b the remainder is 13 => b > 13 => Min value of b = 14
When c is divided by d the remainder is 12 => c > 12 => Min value of c = 13
=> Min value of b + c = 14 + 13 = 27
So, Answer will be E Hope it helps!
Watch the following video to learn the Basics of Remainders
Re: When a is divided by b the remainder is 13.When c is divided by d the
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06 Jan 2024, 22:51
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