Working With Functions || Type C || Sumita Arora || Class 12 || Computer science || Information practices || Solution
Q1. Write a function that takes amount-in-dollars and dollar-to-rupee conversion price; it then returns the amount converted to rupees. Create the function in both void and non-void forms.
Q2. Write a function to calculate volume of a box with appropriate default values for its parameters .Your function should have the following input parameters:
(a) Length of box;
(b) Width of box;
(c) Height of box.
Test it by writing complete program to invoke it.
Q3. Write a program to have following functions:
(i)= a function that takes a number as argument and calculates cube for it .The function does not return a value .If there is no value passed to the function in function call, the function should calculate cube of 2.
(ii) = A function that takes two char arguments and returns True if both the arguments are equal otherwise False .
Test both these functions by giving appropriate function call statements.
Q4. Write a function that receives two numbers and generates a random number from that range Using this function, the main program should be able to print three numbers randomly.
Q5. Write a function that receives two string arguments and checks whether they are same-length strings (returns True in this case otherwise false).
Q6. Write a function namely nthRoot ( ) that receives two parameters x and n and returns nth root of x i.e., X**1/n . The default value of n is 2.
Q7. Write a function that takes a number n and then returns a randomly generated number having exactly n digits (not starting with zero) eg ., if n is 2 then function can randomly return a number 10-99 but 07, 02 etc. are not valid two digit numbers.
Q8. Write a function that takes two numbers and returns the number that has minimum one's digit
[For example, if numbers passed are 491 and 278, then the function will return 491 because it has got minimum one's digit out of two given numbers (491's 1 is < 278's 8)].
Q9. Write a program that generates a series using a function which takes first and last values of the series and then generates four terms that are equidistant e.g., if two numbers passed are 1 and 7 then function returns 1 3 5 7.
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