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Answer :
Final answer:
The uniform norm of the function f(I) = 62: (-5,1) + R is 62.
Explanation:
To find the uniform norm of the function f(I) = 62: (-5,1) + R, we need to determine the maximum absolute value of f over the set of real numbers.
Since the function f(I) is defined as 62: (-5,1) + R, we can see that the function is constant and equal to 62 for all values of I in the interval (-5,1).
Therefore, the maximum absolute value of f is 62, which occurs at any point within the interval (-5,1).
Hence, the uniform norm of f is 62.
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