Question

How to find the maximum value of a+b in 46a7b2​

Answer 1

$9 + 9 = 18 \\ \\ 18 \: is \: the \: maximum \: value$

Answer 2

Answer:

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Step by step explanation:

46A7B2, A & B are single-digit no. So the maximum sum of A+B should be 18. The numbers can't be negative too, but the A & B can be 0. So the minimum value of A+B=0 and Maximum value of A+B=18.

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