For example : . 1020 is equivalent to . 1012222 . . . because the expansions are the same until the " two " of the first expression, the two was decremented in the second expansion, and trailing zeros were replaced with trailing twos in the second expression.
32.
Where MID represent the Maritime Identification Digits and X is any figure from 0 to 9 . If the ship is fitted with an Inmarsat B, C or M ship earth station, or it is expected to be so equipped in the foreseeable future, then the identity should have three trailing zeros:
33.
The count trailing zeros operation gives a simple optimal solution to the Tower of Hanoi problem : the disks are numbered from zero, and at move " k ", disk number ctz ( " k " ) is moved the minimum possible distance to the right ( circling back around to the left as needed ).
34.
The operation, which counts the number of consecutive zeros at the end of a binary number, gives a simple solution to the problem : the disks are numbered from zero, and at move " m ", disk number count trailing zeros is moved the minimum possible distance to the right ( circling back around to the left as needed ).
35.
I recently asked the following matlab question-http : / / en . wikipedia . org / wiki / Wikipedia : Reference _ desk / Archives / Computing / 2010 _ August _ 22 # Matlab _-_ simple _ column _ vector _ formatting _ question-about formatting my column vectors in order to get them to display in a row of different length columns without trailing zeros.
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HI ! my rule here would be to convert to a mantissa / exponent form eg 9.99 x10-3 then convert the mantissa . . giving 1.0 x10-3 1.0 x10-2 . . this method is always consistent . . . talk ) 11 : 19, 28 February 2008 ( UTC ) see Significant _ figures # Scientific _ notation : particular, the potential ambiguity about the significance of trailing zeros is eliminated
37.
Trailing zeros after the decimal point are not necessary, although in science, engineering and statistics they can be retained to indicate a required precision or to show a level of confidence in the accuracy of the number : Although 0.080 and 0.08 are numerically equal, in engineering 0.080 suggests a measurement with an error of up to one part in two thousand ( ?.0005 ), while 0.08 suggests a measurement with an error of up to one in two hundred ( see " significant figures " ).
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