constant term of x^2+17x
The constant term in the expression x^2 + 17x is 0.
To find the constant term of the quadratic expression x^2 + 17x, we need to determine the coefficient of x^0, which represents any term without a variable.
In this case, there is no term without a variable in the expression x^2 + 17x. Every term has an x variable. Therefore, the constant term in this quadratic expression is 0.
To find the constant term of a quadratic polynomial expression, we need to identify the term that does not have a variable attached to it. In the given expression x^2 + 17x, the constant term is isolated as 0x or simply 0. This means that the constant term of x^2 + 17x is 0.
To determine this, we can observe that when we multiply any number by 0, the result will always be 0. Thus, the coefficient of x in this expression, which is 17, does not affect the constant term.