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申論題資訊

試卷:108年 - 108 國立中山大學_碩士班招生考試_資工系(甲、乙組):計算機結構#105762
科目:中山◆資工◆計算機結構
年份:108年
排序:2

題組內容

1. The following figure shows the IEEE 754 standard for floating-point representation of both single-precision (short) and double precision (long) formats to represent a regular filoating number t1.fx2'
where 1.f is called significand and e is the exponent, and other special numbers.
61dfcca47b21c.jpg61dfccaa9279d.jpg

申論題內容

1.3 What is the maximum magnitude of ordinary numbers (i.e, excluding intinity, NaN, and subnormal numbers) in single precision floating-point representation? Express your answer in format of x.xx.ㆍㆍㆍxx×61dfcce4050b7.jpg where x ∈ (0,IJ and e is the decimal value of the exponent.