Question 3 1 pts A non-negative integer m can be represented in hexadecimal with up to 4 digits if and only if.. $0 \leq m < 16^4$. $0 \leq m \leq 16^4$. $0 \leq m < 16^3$. $0 \leq m \leq 16^3$.
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We need to find the condition that satisfies this statement. A hexadecimal number with 4 digits can represent numbers from 0 to $16^4 - 1$. The smallest number that can be represented with 4 hexadecimal digits is 0. The largest number that can be represented with Show more…
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