Asked by MNHS_HELP
If the 4-digit number 4AB2 is divisible by 44, what are the values of A & B?
(Solution pls...)
(Solution pls...)
Answers
Answered by
Steve
4012/44 = 91.1
4982/44 = 113.2
So we know that the multiple is between 92 and 113
Since 4*3=12 and 4*8=32 are the only multiples that end in 2, we know that the other number is one of
93 98 103 108 113
44*93 = 4092
44*98 = 4312
44*103 = 4532
44*108 = 4752
44*113 = 4972
So, unless you have some other criteria for A and B, those are the choices.
4982/44 = 113.2
So we know that the multiple is between 92 and 113
Since 4*3=12 and 4*8=32 are the only multiples that end in 2, we know that the other number is one of
93 98 103 108 113
44*93 = 4092
44*98 = 4312
44*103 = 4532
44*108 = 4752
44*113 = 4972
So, unless you have some other criteria for A and B, those are the choices.
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