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Write a function that converts a character array to a signed floating point number. Function prototype must be as follows: int asciiToFloat( char *str, unsigned char* eflag) Follow similar conventions as in problem 10, but the decimal point, . is now a legal character. YOU MAY NOT USE THE LIBRARY ATOI AND ATOF FUNCTIONS, but you may use any string library function.The function must only have two parameters. str is the character string to be converted.a) If the string has any leading non-numeric characters other than + or -, your function should print an error message, set eflag to 1, and return 0.b) Any non-digit characters other than 0, 1, 2, 3, 4, 5, 6, 7, 8, 9 and . should also result in an appropriate error message, setting the eflag to 1 and returning 0.c) Otherwise, your function should convert numeric ascii character string to the appropriate signed integer value. The eflag should be zero for a successful conversion. Return the signed integer value.d) Examples of invalid strings:A101239z45e) Examples of valid strings:+123-99120For an entry such as -0, return 0.f) Include comments to explaining how your function works.
W.A.S.S to find the maximum of three numbers Program # W.A.S.S to find the maximum of three numbers echo "Enter three No.:" read no1 read no2 read no3 if test $no1 -gt $n
I need help with some simple matlab statements
explain steps of program execution in language processors
Design and implement a stringed musical instrument class using the following guidelines: a. Data fields for your instrument should include number of strings, an array of stri
How and where to start to develop a preprocessor for java
Given a list of numbers, say my @input_numbers = (1, 1, 3, 5, 8, 13, 21, 34, 55, 89, 144); write a program map1.pl that will use the function map (a) to produce a list of
QUESTION 1 (a) (i) What is linear programming problem? (ii) Define and explain the following terms: (1) objective function, (2) decision variable, (3) constraints, (4) feasi
# Soru ..
We'll start this section off with the material which most text books that will cover in this section. We will take the matter from the Second Order chapter and expand this out to n
Multithreaded Calculator In this Lab, you will be implementing a simple multithreaded calculator. Our calculator will accept expressions as infix notation text strings consist
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