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Programming in c function | PPTX
COMPUTER
PROGRAMMING
INTRODUCTION TO FUNCTION
CEN 204
2
2
P r e s e n t e d
B y,
C E N 6 8 B 1
G r o u p - 3
• Pranta Biswas
• Md. Saiful Hasan Bhuiyan
• Pallob Sikdar
• Rajib Roy
• Md. Lekhon Miah
• Parvez Ahmed
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S
F U N C T I O N
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A complex problem is often easier to solve by dividing it into
severalsmallerparts,eachofwhichcanbesolvedbyitself.
Thisiscalledstructured programming.
Thesepartsaresometimesmadeintofunctions inC/C++.
main()thenusesthesefunctions tosolvetheoriginalproblem.
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F U N C T I O N
D E F I N I T I O N
The function definition can be placed anywhere
intheprogramafterthefunction prototypes.
Ifafunctiondefinitionisplacedinfrontofmain(),
there is no need to include its function
prototype.
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F U N C T I O N
D E F I N I T I O N
A function definition has the following syntax:
<type> <function name>(<parameter list>){
<local declarations>
<sequence of statements>
}
For example: Definition of a function that computes the
absolute value of an integer:
int absolute(int x){
if (x >= 0) return x;
else return -x;
}
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Functions separate the concept (what is done) from the
implementation(howitisdone).
Functionsmakeprogramseasierto understand.
Functions can be called several times in the same program,
allowingthecodetobereused.
A D V A N TA G E O F
F U N C T I O N
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C++ allows the use of both internal (user-defined) and external
functions.
Functionsmakeprogramseasierto understand.
External functions (e.g., abs, ceil, rand, sqrt, etc.)
are usually grouped into specialized libraries (e.g.,
iostream, stdlib, math, etc.)
F U N C T I O N I N C / C + +
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C++programsusually havethefollowing form:
U S E R - D E F I N E D
F U N C T I O N S
// include statements
// function prototypes
// main() function
// function definitions
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C++programsusuallyhavethefollowing form:
E X T E R N A L F U N C T I O N S
Function Description
acos(x) Inverse cosine of x (in radians)
Asin(x) Inverse sine of x (in radians)
Atan(x) Inverse tangent of x (in radians)
Sin(x) Sine of x (in radians)
Cos(x) Cosine of x (in radians)
Tan(x) Tangent of x (in radians)
*Ceil(x) Ceiling of x (rounds up)
Exp(x) Exponential of x (base e)
Fabs(x) Absolute value of x
*Floor(x) Floor of x (rounds down)
Log(x) Natural logarithm of x (base e)
*Pow(x,p) X to the power p
Sqrt(x) Square root of x
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10
F U N C T I O N
I N P U T &
O U T P U T
RESULT
PARAMETERS
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The function prototype declares the input and output
parametersofthefunction.
F U N C T I O N
P R O T O T Y P E
Thefunctionprototype hasthefollowing syntax:
<type> <function name>(<type list>);
Example: A function that returns the absolute value of an
integer is:
int absolute(int);
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ARGUMENTS/
PARAMETERS
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one-to-one correspondence between the arguments
in a function call and the parameters in the function
definition.
int argument1;
double argument2;
// function call (in another function, such as main)
result = thefunctionname(argument1, argument2);
// function definition
int thefunctionname(int parameter1, double parameter2)
{
// Now the function can use the two parameters
// parameter1 = argument 1, parameter2 = argument2
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Afunctioncallhasthefollowing syntax:
<function name>(<argument list>)
Example: int distance = absolute(-5);
F U N C T I O N C A L L
Theresultofafunctioncallisavalueoftype<type>
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F U N C T I O N E X A M P L E
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F U N C T I O N E X A M P L E
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C O N C L U T I O N
• Our program can determine the Diameter and Cross sectional Area of
aReinforcementBar fromanyBarNumber.
• This program is useful during designing a structure when only a Bar
Numberisgiven.
• Thisprogramisalsocanbeuseinestimatingofreinforcement.
• It is essential for people in the shop and in the field to be able to
identifyataglancethesizesofthebars.
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F U N C T I O N

Programming in c function

  • 1.
  • 2.
    2 2 P r es e n t e d B y, C E N 6 8 B 1 G r o u p - 3 • Pranta Biswas • Md. Saiful Hasan Bhuiyan • Pallob Sikdar • Rajib Roy • Md. Lekhon Miah • Parvez Ahmed
  • 3.
    3 S F U NC T I O N Add a Footer 3 A complex problem is often easier to solve by dividing it into severalsmallerparts,eachofwhichcanbesolvedbyitself. Thisiscalledstructured programming. Thesepartsaresometimesmadeintofunctions inC/C++. main()thenusesthesefunctions tosolvetheoriginalproblem.
  • 4.
    4 Add a Footer4 F U N C T I O N D E F I N I T I O N The function definition can be placed anywhere intheprogramafterthefunction prototypes. Ifafunctiondefinitionisplacedinfrontofmain(), there is no need to include its function prototype.
  • 5.
    5 Add a Footer5 F U N C T I O N D E F I N I T I O N A function definition has the following syntax: <type> <function name>(<parameter list>){ <local declarations> <sequence of statements> } For example: Definition of a function that computes the absolute value of an integer: int absolute(int x){ if (x >= 0) return x; else return -x; }
  • 6.
    6 S Add a Footer6 Functions separate the concept (what is done) from the implementation(howitisdone). Functionsmakeprogramseasierto understand. Functions can be called several times in the same program, allowingthecodetobereused. A D V A N TA G E O F F U N C T I O N
  • 7.
    7 S Add a Footer7 C++ allows the use of both internal (user-defined) and external functions. Functionsmakeprogramseasierto understand. External functions (e.g., abs, ceil, rand, sqrt, etc.) are usually grouped into specialized libraries (e.g., iostream, stdlib, math, etc.) F U N C T I O N I N C / C + +
  • 8.
    8 S Add a Footer8 C++programsusually havethefollowing form: U S E R - D E F I N E D F U N C T I O N S // include statements // function prototypes // main() function // function definitions
  • 9.
    9 Add a Footer9 C++programsusuallyhavethefollowing form: E X T E R N A L F U N C T I O N S Function Description acos(x) Inverse cosine of x (in radians) Asin(x) Inverse sine of x (in radians) Atan(x) Inverse tangent of x (in radians) Sin(x) Sine of x (in radians) Cos(x) Cosine of x (in radians) Tan(x) Tangent of x (in radians) *Ceil(x) Ceiling of x (rounds up) Exp(x) Exponential of x (base e) Fabs(x) Absolute value of x *Floor(x) Floor of x (rounds down) Log(x) Natural logarithm of x (base e) *Pow(x,p) X to the power p Sqrt(x) Square root of x
  • 10.
    10 10 F U NC T I O N I N P U T & O U T P U T RESULT PARAMETERS
  • 11.
    11 Add a Footer11 The function prototype declares the input and output parametersofthefunction. F U N C T I O N P R O T O T Y P E Thefunctionprototype hasthefollowing syntax: <type> <function name>(<type list>); Example: A function that returns the absolute value of an integer is: int absolute(int);
  • 12.
    12 ARGUMENTS/ PARAMETERS Add a Footer12 one-to-one correspondence between the arguments in a function call and the parameters in the function definition. int argument1; double argument2; // function call (in another function, such as main) result = thefunctionname(argument1, argument2); // function definition int thefunctionname(int parameter1, double parameter2) { // Now the function can use the two parameters // parameter1 = argument 1, parameter2 = argument2
  • 13.
    13 Add a Footer13 Afunctioncallhasthefollowing syntax: <function name>(<argument list>) Example: int distance = absolute(-5); F U N C T I O N C A L L Theresultofafunctioncallisavalueoftype<type>
  • 14.
    14 Add a Footer14 F U N C T I O N E X A M P L E
  • 15.
    15 Add a Footer15 F U N C T I O N E X A M P L E
  • 16.
    16 Add a Footer16 C O N C L U T I O N • Our program can determine the Diameter and Cross sectional Area of aReinforcementBar fromanyBarNumber. • This program is useful during designing a structure when only a Bar Numberisgiven. • Thisprogramisalsocanbeuseinestimatingofreinforcement. • It is essential for people in the shop and in the field to be able to identifyataglancethesizesofthebars.
  • 17.
    17 Add a Footer17 F U N C T I O N