write a scripting to return values in functions
Hypothetical Decimal Computer A hypothetical computer is introduced, a decimal one which can operate also in four modes. The machine has 16 bit numbers, with the first bit as sign bit. The exponent is stored as a binary integer and the coefficient is stored as a sequence of decimal digits. In all modes the exponent base is 10. So in fact this computer is a multi-exponent computer with base 10. In listing the four modes are: Exponent coefficient Mode size bits size structureBCD 3 14-12 12 3 BCD-digits of 4 bits each DPD-1 5 14-10 10 3 digits in 10 bit DPD-code DPD-2 3 14-12 12 3 digits in 10 bit DPD-code preceded by one 'digit' of 2 bits PDE value=0, 1, 2 10+3 4 digits, 3 of them in 10 bit DPD-code and one combined with exponent field *****************************************************************Submitted by ADARSH.S.V.NAIR*******************************************************************
Personal Computer....AKA..... all computers write and mod computer programs that's how they run them.
Convertible string := <significand><exponent> <significand> := [<sign>]<digits>[.<digits0>] <exponent> := E[<sign>]<digits0> <sign> := { + | - } <digits> := <digit><digits0> <digits0> := <digit>* <digit> := { 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 }
The exponent tells you how many times the base is used as a factor. 10^4 = 10 x 10 x 10 x 10
64
The Typical way to Write a Number with Exponents on the Computer is like this: NUMBEREXPONENT = NUMBER^EXPONENT Example: 63 = 6^3 Hope that makes sense!!
To write an exponent on a laptop you would use the "^" key. For example, "3^2" would be "three squared."
9 cubes in exponent form = 93
x3 = x^3
1.11 × 102
2.2*101
104
101
One-thousandth, 1 x 10-3
You do not write numbers in exponent for in words.
100000 = 105