PASCAL: Abs, Cos, Exp, Ln, Odd, Round, Sin, Sqr, Sqrt, Trunc

COMMON FUNCTIONS
The Pascal language provides a range of functions to perform data transformation and calculations. The following section provides an explanation of the commonly provided functions,

ABS
The ABSolute function returns the absolute value of either an integer or real, eg,
```
      ABS( -21 )    returns   21
      ABS( -3.5)    returns   3.5000000000E+00
```
COS
The COSine function returns the cosine value, in radians, of an argument, eg,
```
      COS( 0 )       returns  1.0
```
EXP
The exponential function calculates e raised to the power of a number, eg,
```
      EXP(10 )      returns e to the power of 10
```
There is no function in Pascal to calculate expressions such as an, ie,
```
      23  is 2*2*2  = 8
```
These are calculated by using the formula
```
     an = exp( n * ln( a ) )
```
LN
The logarithm function calculates the natural log of a number greater than zero.
ODD
The odd function determines when a specified number is odd or even, returning true when the number is odd, false when it is not.

ROUND
The round function rounds its number (argument) to the nearest integer. If the argument is positive

    rounding is up for fractions greater than or equal to .5
    rounding is down for fractions less than .5

If the number is negative

     rounding is down (away from zero) for fractions >= .5
     rounding is up (towards zero) for fractions

SIN
The sine function returns the sine of its argument, eg,
```
      SIN( PI / 2 )    returns  1.0
```
SQR
The square function returns the square (ie the argument multiplied by itself) of its supplied argument,
```
      SQR( 2 )         returns  4
```
SQRT
This function returns {always returns a real} the square root of its argument, eg,
```
  
      SQRT( 4 )        returns  2.0000000000E+00
```
TRUNC
This function returns the whole part (no decimal places) of a real number.
```
      TRUNC(4.87)      returns 4
      TRUNC(-3.4)      returns 3
```

PROGRAM FOURTEEN
Given the following list of wages stored in an array,

210.33 119.78 191.05 222.94

calculate the total breakdown of required coins (ignore dollars) into 50c, 20c, 10c, 5c, 2c, and 1c pieces.

Click here for answer