The value that results from the substitution of a given input into an expression or function is the output. The value substituted into an expression or function is an input.
An output
To evaluate expressions by substitution, first identify the variable(s) in the expression and determine their corresponding values. Replace each variable in the expression with its given value. Finally, perform the necessary arithmetic operations to simplify the expression and obtain the final result. For example, if the expression is (2x + 3) and (x = 4), substitute to get (2(4) + 3), which simplifies to (8 + 3 = 11).
To determine which linear expression is a factor of a given polynomial function, you typically need to perform polynomial division or use the Factor Theorem. If you can substitute a root of the polynomial into the linear expression and obtain a value of zero, then that linear expression is indeed a factor. Alternatively, if you have the polynomial's roots, any linear expression of the form ( (x - r) ), where ( r ) is a root, will be a factor. Please provide the specific polynomial function for a more accurate response.
The answer will depend on the expression - which is not given!
To work out the expression (2x + 6y), you simply identify the values of (x) and (y) if they are given. Then, multiply (x) by 2 and (y) by 6. Finally, add the two results together to get the final value of the expression. If no values are provided, the expression remains in its algebraic form as (2x + 6y).
An output
a table used to show values of the variable expression for a given function
a table used to show values of the variable expression for a given function
To search a file for lines which match a given regular expression.
Determines whether a given mathematical expression is a function or not.
To search a file for lines which match a given regular expression.
To reduce the expression of a mathematical equation using Mathematica, you can use the Simplify function. Simply input the equation into Mathematica and apply the Simplify function to simplify and reduce the expression.
The mathematical expression for the microcanonical partition function in statistical mechanics is given by: (E) (E - Ei) Here, (E) represents the microcanonical partition function, E is the total energy of the system, Ei represents the energy levels of the system, and is the Dirac delta function.
The mathematical expression for the 2p radial wave function in quantum mechanics is given by R2p(r) (1/(326))(2r/3a0)e(-r/3a0), where a0 is the Bohr radius.
The answer is given below:
The answer will depend on the expression - which is not given!
To evaluate an expression is nothing but to operate the given expression according to the operators given in the expression if it is evaluable i.e, it could be convertable.