Question: (2 points) We often need to evaluate Ci-127, which is the length of an n-vector. Consider the case n = 3 and evaluating the following

(2 points) We often need to evaluate Ci-127, which is the length of an n-vector. Consider the case n = 3 and evaluating the following f(21, 22, 23) = z? + x + zz. V This may cause overflow if c; is very large. A mathematically equivalent formula is: m= max(|71|, |22|, |23); g(11, 12, 13) = m/(21/m)2 + (12/m)2 + (13/m)2. For I1 = 5.10E + 155, 22 = 2.80E + 156, and x3 = 8.50E + 154, compute in double precision floating point arithmetic the following: (For decimal numbers, enter them in the floating point form (scientific notation) as x.xxxxxExx to at least the fourth decimal of mantissa; for infinity, enter as INF.) m = m2 = 21+ = f(21, 22, 23) = a + x3 g(21, 22, 23) = m(x1/m)2 + (x2/m)2 + (x3/m)2 =
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