If we had the grade function available, we could have written in Software

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If we had the grade function available, we could have written
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cout << "Your final grade is " << setprecision(3) << grade(midterm, final, sum / count) << setprecision(prec) << endl;
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Not only must we supply arguments that correspond to the parameters of the functions that we call, but we must supply them in the same order Accordingly, when we call the grade function, the first argument must be the midterm grade, the second must be the final exam grade, and the third must be the homework grade Arguments can be expressions, such as sum / count, not just variables In general, each argument is used to initialize the corresponding parameter, after which the parameters behave like ordinary local variables inside the function So, for example, when we call grade(midterm, final, sum / count), the grade function's parameters are initialized to copies of the arguments' values, and do not refer directly to the arguments themselves This behavior is often called call by value, because the parameter takes on a copy of the value of the argument
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411 Finding medians
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Another problem that we solved in 322/46, and that we can imagine wanting to solve in other contexts, is finding the median of a vector We'll see in 811/140 how to define a function that is so general that it works with a vector of any type of value For now, we'll limit our attention to vector<double> To write our function, we'll start with the part of the program in 322/47 that computes medians, and make a few changes:
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// compute the median of a vector<double> // note that calling this function copies the entire argument vector double median(vector<double> vec) { typedef vector<double>::size_type vec_sz; vec_sz size = vecsize(); if (size == 0) throw domain_error("median of an empty vector"); sort(vecbegin(), vecend());
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This document is created with the unregistered version of CHM2PDF Pilot vec_sz mid = size / 2;
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return size % 2 == 0 (vec[mid] + vec[mid-1]) / 2 : vec[mid]; }
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One change is that we named our vector vec, rather than homework After all, our function can compute the median of anything, not just homework grades We also eliminated the variable median, because we no longer need it: We can return the median as soon as we've calculated it We are still using size and mid as variables, but now they are local to the median function and, therefore, inaccessible (and irrelevant) elsewhere Calling the median function will create these variables, and returning from the function will destroy them We define vec_sz as a local type name, because we don't want to conflict with anyone who might want to use that name for another purpose The most significant change is what we do if the vector is empty In 322/46, we knew that we would have to complain to whoever was running our program, and we also knew who that person would be and what kind of complaint would make sense In this revised version, on the other hand, we don't know who is going to be using it, or for what purpose, so we need a more general way of complaining That more general way is to throw an exception if the vector is empty When a program throws an exception, execution stops in the part of the program in which the throw appears, and passes to another part of the program, along with an exception object, which contains information that the caller can use to act on the exception The most important part of the information that is passed is usually the mere fact that an exception was thrown That fact, along with the type of the exception object, is usually enough to let the caller figure out what to do In this particular example, the exception that we throw is domain_error, which is a type that the standard library defines in header <stdexcept> for use in reporting that a function's argument is outside the set of values that the function can accept When we create a domain_error object to throw, we can give it a string that describes what went wrong The program that catches the exception can use this string in a diagnostic message, as we shall see in 423/65 There is one more detail about how functions behave that is important to understand When we call a function, we can think of the parameters as local variables whose initial values are the arguments If we do so, we can see that calling a function involves copying the arguments into the parameters In particular, when we call median, the vector that we use as an argument will be copied into vec In the case of the median function, it is useful to copy the argument to the parameter, even if doing so takes significant time, because the median function changes the value of its parameter by calling sort Copying the argument prevents changes made by sort from propagating back to the caller This behavior makes sense, because taking the median of a vector should not change the vector itself
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