#include
using std::cin;
using std::cout;
using std::endl;
int main()
{
double firstNumber(0);
cout << endl << "Enter first number: ";
cin >> firstNumber;
double secondNumber(0);
cout << endl << "Enter second number: ";
cin >> secondNumber;
cout << endl << firstNumber << " - " << secondNumber
<< " = " << (firstNumber - secondNumber) << endl;
system("PAUSE");
return 0;
}
You can have a function with no parameters.
This smells like homework, so I'll only give you pseudo-code: decimal returnLargest(decimal a, decimal b) is a > b ? then, return a, else, return b;
the basic parameters of transmission lines are R,L,C and G...........
a. Functions can have only one parameter. b. The order in which the parameters are defined matters. c. Parameters can be passed to a function in any order. d. Parameters have no order.
There is no builtin function 'counta' in C.
Random example, function with two parameters: int main (int argc, char **argv) {...}
You can have a function with no parameters.
This smells like homework, so I'll only give you pseudo-code: decimal returnLargest(decimal a, decimal b) is a > b ? then, return a, else, return b;
c - 11
You can add a point in C/C++. The legal operations on a pointer are that you can 1.) add a constant, 2.) subtract a constant, and 3.) subtract two pointers that refer to the same array. Anything else is meaningless.
the basic parameters of transmission lines are R,L,C and G...........
The distributive property of subtraction states that when subtracting a number from the sum of two other numbers, you can subtract the same number from each of the two numbers separately, and then subtract the two results. This can be represented as: a - (b + c) = (a - b) + (a - c).
a. Functions can have only one parameter. b. The order in which the parameters are defined matters. c. Parameters can be passed to a function in any order. d. Parameters have no order.
There is no builtin function 'counta' in C.
returntype name ( parameters )statementblockif there is no returntype or parameters, 'void' is used instead.
Subtract 32 from the temperature in Fahrenheit. Multiply the result with 5/9.C = (F-32) * 5 / 9
Any model can be linear/nonlinear. Linearity can be in parameters or in variables. In Y=a+ b*x1 + c*x2 + d*x3 the model is linear in both parameters (b,c,d) and variables(x1,x2,x3) In Y=a+ (b+c)x1 + c*x2 + d*x3 the model is nonlinear in parameters (b,c,d) and linear in variables(x1,x2,x3) In Y=a+ bx1 + c*x2*x3 + d*x3 the model is linear in parameters (b,c,d) and nonlinear in variables(x1,x2,x3) In Y=a+ bx1 + c*x2*x3 + exp(b+d)*x3 the model is nonlinear in parameters (b,c,d) and nonlinear in variables(x1,x2,x3)