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1 Sep 2014 ... C# render pdf in browser using MVC ... Open , FileAccess.Read)) ... return File( byteArray , "image/jpeg"); } } } return Index(); } public static byte [] ...

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The goal is to write all unknown quantities in terms of the current source Io , which is why we solved for i 2 in this case Now let s apply KCL again, this time at node 2 as shown in Fig 3-35 This time we have 8 i 2 + 02 i 2 + i 6 = 0 i 6 = 8 + 08 i 2 Using (37), we can rewrite this as i 6 = 8 + 08 (Io 8) = 8 + 08Io 64 (39)

/* Assignments as operations */ int main() { int a, b;



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Rating 5.0 stars (6)

Page 783 a = b = 10; print(a); print(b); while(a=a-1) { print(a); do { print(b); } while((b=b-1) > -10); } return 0; }

(38)

Recursive functions are demonstrated by the next program In it, the function factr( ) computes the factorial of a number

Figure 35 illustrates the flow of light with respect to the critical angle Note that the farther the beam is from the perpendicular when it strikes the juncture, the more strongly it is bent We noted from Snell s law that n1 sin 01 n2 sin 02 Thus, we can use Snell s law to express the critical angle as follows: ncladding ncore

/* This program demonstrates recursive functions */ /* return the factorial of i */ int factr(int i) { if(i<2) { return 1; } else { return i * factr(i-1); } } int main() { print(''Factorial of 4 is: "); print(factr(4)); return 0; }





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/* A more rigorous example of function arguments */ int f1(int a, int b)

i(t)

Page 784 { int count; print("in f1"); count = a; do { print(count); } while(count=count-1); print(a); print(b); print(a*b); return a*b; } int f2(int a, int x, int y) { print(a); print(x); print(x / a); print(y*x); return 0; } int main() { f2(10, f1(10, 20), 99); return 0; }

/* The loop statements */ int main() { int a; char ch; /* the while */ puts(''Enter a number: "); a = getnum(); while(a) {

where 0c is measured from the axis of the core of the fiber To obtain total internal refraction, the index of refraction of the core (ncore) must be greater than the index of refraction of the cladding = ncladding or ncore ncladding

64 V

Page 785 print(a); print(a*a); puts(''"); a = a - 1; } /* the do-while */ puts("enter characters, do { ch = getche(); } while(ch !='q');

'q' to quit");

/* the for */ for(a=0; a<10; a = a + 1) { print(a); } return 0; }

Fig 3-36 The Thevenin equivalent ciruit to the one shown in Fig 3-34, as seen by the voltage source

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Print Crystal Report Without Viewer - C# / C Sharp - Bytes
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Improving Little C The Little C interpreter presented in this chapter was designed with transparency of operation in mind The goal was to develop an interpreter that could be easily understood with the least amount of effort It was also designed in such a way that it could be easily expanded As such, Little C is not particularly fast or efficient; however, the basic structure of the interpreter is correct, and you can increase its speed of execution by following the steps described in this section Virtually all commercial interpreters expand the role of the prescanner The entire source program being interpreted is converted from its ASCII human-readable form into an internal form In this internal form, all but quoted strings and constants are transformed into single-integer tokens, much the way that Little C converts the C keywords into single-integer tokens It may have occurred to you that Little C performs a number of string comparisons For example, each time a variable or function is searched for, several string comparisons take place String comparisons are very costly in terms of time; however, if each token in the source program is converted into an integer, much faster integer comparisons can be used The conversion of the source program into an internal form is the single most important change you can make to Little C in order to improve its efficiency Frankly, the increase in speed will be dramatic Another area of improvement, meaningful mostly for large programs, is the lookup routines for variables and functions Even if you convert these items into integer tokens, the current approach to searching for them relies upon a sequential search You could, however, substitute some other, faster method, such as a binary tree or some sort of hashing method

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