A and B represent two different numbers respectively. AB is a two digit number and BBB is a three digit number. If a * b * AB = BBB holds, then a = (), B = () I need it very much. Thank you. Please hurry up

A and B represent two different numbers respectively. AB is a two digit number and BBB is a three digit number. If a * b * AB = BBB holds, then a = (), B = () I need it very much. Thank you. Please hurry up


∵A*B*AB=BBB
∴A*AB=111
Decompose 111 into mass factor: 111 = 3 * 37
Obviously a = 3, B = 7



A and B represent different numbers, AB represents two digits, BBB represents three digits. If a times b times AB equals BBB, then what numbers does AB represent


A=3 B=7

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