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The goal is to determine which of A/2 + A/7 or 73 + V5 is the largest, but the proof begins in line 2 with the numbers 224 and 9 completely out of the blue! Because of this, the proof is very difficult to reproduce, even though the individual steps are easy to understand, and it is yet more difficult to apply the underlying method to a problem of a similar form The proof offers no guidance on how to determine, for example, the ordering relation between V3 + VTT and \f5 + v7 In fact, the proof was not constructed in the way it is presented but rather by inverting a construction of the ordering relation In this text we employ a calculational proof style 'Calculational' means that the proofs are syntactic rather than semantic.



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What s the maximum number of turns in tic-tac-toe (Enter 0 to exit): 9 Correct, tic-tac-toe has a max of 9 turns

A standard control block introduces control statements into a template All of the code inside all of the control blocks in a single template (including the code added to the template with any include directives used) forms the content of a single method added to the template This means that any variables declared inside standard control blocks must be uniquely named across the entire template If you re building up a library of template fragments to be included in other templates, this can lead to surprising





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Assume the user enters 9 when prompted at line 14 Here is the execution path: 1 Line 16: Check if input is less than 0 Since it is not, jump to line 20 2 Line 20: Check if input is less than 9 Since it is not, jump to line 26 3 Line 26: Check if input is greater than 9 Since it is not, jump to line 33 4 Line 33: Display that the answer was correct Listing 321 contains nested if statements To clarify the nesting, the lines are indented However, as you learned in 1, whitespace does not affect the execution path Without indenting and without newlines, the execution would be the same The code that appears in the nested if statement in Listing 322 is equivalent to Listing 321

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In other words, our proofs are like a game with meaningless symbols conducted according to a set of predetermined rules It also means that our calculations are directed towards determining what is true rather than verifying some conjectured truth To illustrate calculational proof let us consider the problem just mentioned of determining a relation between \/3 + vTI and V5 + v7 We denote the relation by X So, X is one of '<', '=' or '>' This is the first step in every calculation introduce a variable to denote the unknown, the value to be calculated Undoubtedly, it is a step very familiar to the reader in other circumstances (Examples that the reader may have encountered elsewhere include calculating the distance d travelled by a falling body in a given time, and calculating the temperature T of a gas contained within a given volume at a given pressure.

if (input < 0) SystemConsoleWriteLine("Exiting"); else if (input < 9) SystemConsoleWriteLine(

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Code Blocks ( {})

) What may well be unfamiliar is that the unknown in this case is a relation (rather than a distance, a time, a temperature, a voltage, or some other measurable quantity) If it is unfamiliar, don't let it worry you! The next step is to identify properties of the unknown that will help to identify it The problem statement involves two arithmetic operators, addition and taking square roots So it is properties of these two operators with respect to the three ordering relations that we seek The crucial property of addition is that it is invertible with respect to all three relations To explain what we mean by 'invertible', we first have to explain equality between 'booleans' Suppose a, b and c are arbitrary numbers Then, clearly, a+b X a+c will be true or false, whichever of the three relations X is.

"Tic-tac-toe has more than {0}" + " maximum turns", input); else if(input>9) SystemConsoleWriteLine( "Tic-tac-toe has less than {0}" + " maximum turns", input); else SystemConsoleWriteLine( "Correct, tic-tac-toe has a maximum of 9 turns");

Although the latter format is more common, in each situation use the format that results in the clearest code

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