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(a) (i) What do you meant by a function? Are functions required when writing a C program? (ii) State one of the advantages to the use of functions. (iii) What do you meant by a function call? From what parts of a program can a function be called?
(b) Each of the following is the first line of a function definition.
Explain the meaning of each.
(i) float f(float a, float b) (ii) long f(int zorro) (iii) void f(double ab) (iv) char f(void)
(c) Prepare the first line of the function definition, including the formal argument declarations, for each of the situations described below.
(i) A function called sample generates and returns an integer quantity.
(ii) A function called root accepts two integer arguments and returns a floating-point result.
(iii) A function called convert accepts a character and returns another character.
(d) Prepare a program in C which will compute the square of the numbers from 1 to 10 and gives the output. Here the program will consist of a function square which will return the square of a number.
Write an assembly program that computes Fibonacci numbers 2-5. a. Assume Fib(0)=0 and Fib(1)=1. b. Store Fib(2) in EAX, Fib(3) in EBX, Fib(4) in ECX and Fib(5) in EDX. c. Use a LOO
Complete the following program to move a value of 0xFFH to PORTB LIST p=18f4550 #include org 0x0000 movlw 0x00 _________ movlw 0xFF movwf PORTB end .
How does a program provide "input" to one of its functions?
Write a Prolog predicate has_duplicates(L) that is true if list L contains duplicated elements (that is at least 2 copies of an element). For instance: ?- has_duplicates([a,e,b,
Define a higher order version of the insertion sort algortihm. That is define functions insertBy :: Ord b => (a->b) -> a -> [a] -> [a] inssortBy :: Ord b => (a->b) -> [a] ->
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Linear Programming Consider the following optimization problem: min x s.t. x ≥ max{a1, a2, . . . , an} Rewrite this problem as a Linear Programming Problem. What is the
interference of waves
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