Answer the following statements true (T) or false (F)
1. For base 2 representation, a normal number is one in which the most significant bit of the significand is zero.
2. Actual floating-point representations include a special bit pattern to designate zero.
3. The numbers represented in floating-point notation are not spaced evenly along the number line, as are fixed-point numbers.
4. Overflow is a less serious problem because the result can generally be satisfactorily approximated by 0.
5. One of the trade-offs of floating-point math is that many calculations produce results that are not exact and have to be rounded to the nearest value that the notation can represent.
1. False
2. True
3. True
4. False
5. True
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