Functions
    -  As we have discussed
    
        -  There are many functions in excel.
	
 -  It is important to know as many as you can. 
	
 -  But you probably can't know all of them.
    
 
     -  Please start excel.
    
 -  Arguments
    
         -  These are the things inside of the ()
	 
 -  I will sometimes call these parameters
    
 
     -  Functions take different number of required parameters
    
         -  =rand()  takes no parameters ever.
	 
 -  
	  -  =len(text)  requires a single parameter, the text we want to find the length of.
	 
 -  
	  -  =power(base, exponent) requires two  two parameters.
	 
 -  
     
     -  Some functions have additional parameters.
    
        -  The payment function (=pmt()) will compute the monthly payment for a loan.
	 
 -  
	 -  By it has three required arguments
	
	     -  The periodic interest rate
	     
 -  The number of periods
	     
 -  The amount borrowed
	
 
	 -  It has two optional  parameters (in [] )
	
	    -  a future value, or a balance you want after the last payment
	    
 -  Payment type, or are you paying at the beginning of a period or at the end.
	
 
     
     -  Some functions can take multiple arguments
    
       -  the =min() function takes at least one value.
	 
 -  
        -  But it can be many values.
       
 -  Normally if it is a single value, it will be a range.
    
 
     -  There are several tools to assist you in using functions
    
        -  On the toolbar, there is the insert function tool.
	
	    -  
	     -  This will bring up the Insert Function window.
	    
 -  You can use this to search for a function
	    
 -  
	     -  Selecting a function in the insert function window, or starting to type a function in a cell and clicking on the insert function button will bring up the Function Arguments window.
	    
 -  
	 
	 -  The Formulas tab has a Function Library workgroup that allows you to explore functions.
    
 
     -  Let's calculate your student loan. (Sorry, no on line notes for this, but you could look here
    
        -  Assume $20,000 a year for 4 years.
	
 -  Assume a $10,000 scholarship (over four years)
	
 -  Assume 4.53% annually for 10 years to pay off.
	
 -  Compute the payment 
	
 -  Compute an amortization (payoff)  table 
	
 -  
	 -