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The reason these work in C is that an assignment is an operation that produces a value Line 2 of the sample expressions shows a more complex assignment In line 3, printf( ) is called to output a string In C, all non-void functions return values, whether explicitly specified or not Thus, a non-void function call is an expression that returns a value whether the value is actually assigned to something or not Calling a void function also constitutes an expression It is just that the outcome of the expression is void Evaluating Expressions Before we can develop code that will correctly evaluate C expressions, you need to understand in more formal terms how expressions are defined In virtually all computer languages, expressions are defined recursively using a set of production rules The Little C interpreter supports the following operations: +, *, /, %, =, the relational operators (<, = =, >, and so forth), and parentheses , Therefore, we can use these production rules to define Little C expressions:

Here, rel-op refers to any of C's relational operators The terms lvalue and rvalue refer to objects that can occur on the left side and right side of an assignment statement, respectively One thing that you should be aware of is that the precedence of the operators is built into the production rules The higher the precedence, the farther down the list the operator will be To see how these rules work, let's evaluate this C expression:

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Most receivers are of the down-conversion type These receivers will take the RF input and immediately begin to convert the RF to either a single lower IF, or down to two or more increasingly lower IFs The other type of receiver, called the up-converting superhet, is operated in wide tuning-range applications, and is especially common in certain HF SSB (single-sideband) ham radios The up-converting receiver takes the incoming RF and converts it to some higher frequency, typically about twice the highest expected receive frequency, in order to assure simple RF front-end filtering by distancing the image frequency as far as possible from the LO Up-converting is not seen at VHF and above In most superheterodyne receiver designs, an RF-to-IF ratio of no larger than 10:1 is used when converting the RF to the IF Thus, if the incoming RF frequency is 1 GHz, then the IF should be at or near 100 MHz However, we do not want an IF that is located at the same frequency as a harmonic of the system s digital or PLL clocks Nor can we simply select just any IF frequency we desire We would normally attempt, for cost and availability reasons, to only select popular IF frequencies that are in common use A standard double down-conversion superhet receiver block diagram is shown in Fig 95 First, the antenna picks up the electromagnetic waves from the environment and, due to certain antenna s natural passive gain in a specific direction, may amplify any signals that are within its bandwidth To prevent static buildup on the antenna from entering the receiver, the inductor L1 is shorting any such charge to ground, since the static could possibly damage the delicate LNA of the receiver s front-end L1 can also be an inductor within (band-pass filter) BPF1 itself, or as part of an input matching network The RF signal is placed into the input of the receiver s BPF1 from the antenna BPF1 is a filter, sometimes referred to as a preselector, utilized to select a band of frequencies and reject any out-of-band signals, therefore minimizing IMD product generation However, this filter must not have so tight a passband that insertion loss (IL), NF, and GDV are increased excessively BPF1 will also help reject the first LO frequency from radiating its CW signal back through BPF2 and the LNA The LNA, due to its reverse isolation, can significantly attenuate this reradiation by itself, and by also selecting the proper mixer with an adequate amount of port isolation The added ability of a discrete LNA to be designed and tuned to assist the receiver front-end in the rejection of interferers and noise should also not be ignored Using a wideband monolithic microwave integrated circuit (MMIC) in this application would be far too broadbanded to be of any help, but the high-Q input and output impedance of most.

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First, we apply rule 1, which dissects the expression into these three parts:

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