Solve the following cryptarithms. BA x 6= BBB
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The answer is 74 x 6 = 444.
a = 7 and b = 4.
All even numbers in the form 'bbb' is divisible by 6.
Here the ones digit of 1/6 of the three digit number and the digits of three digit number should be equal.
Check as bbb = 222.
222 / 6 = 37
The digits of three digit no. is 2 and the ones digit of its one-sixth is 7. So this is not the answer.
Let bbb be 444.
444 / 6 = 74.
The digits of the three digit no. is 4 and the ones digit of its one-sixth is 4. So this is the answer.
If we check as bbb = 666, we get 666 / 6 = 111. So bbb = 666 and 888 are impossible.
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