What is the meaning of N>max{A^2,7} ?

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The expression "N > max{A^2, 7}" indicates that the value of N must exceed both A squared and the constant 7. This means that N is greater than the larger of the two values, either A^2 or 7. Therefore, if A^2 is less than 7, then N must be greater than 7; if A^2 is greater than 7, then N must be greater than A^2.

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What is the meaning of "N>max{A^2,7}" ?

What is the meaning of "N>max{A^2,7}"?

Thanks
 
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It means [tex]N > 7 \quad \text{and} \quad N > A^2[/tex]

So take which ever is bigger, 7 or A2 and N is bigger than that.
 

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