What is the correct classification of 23x+16 2 A. monomial B. binomial C. trinomial

To find the x-intercept, set y = 0: 23 x + 16 = 0Solve the equation: x = - \dfrac{16}{23}To find the y-intercept, setx = 0: y = 23 \times 0 + 16Apply Zero Property of Multiplication: y = 16Find the domain of linear function: (-\infty, \infty)Determine the type of function for y = 23 x + 16:: linear functionFind the range of linear function: (-\infty, \infty)Determine the increasing interval(s) of y = 23 x + 16:: (-\infty, \infty)Determine the decreasing interval(s) of y = 23 x + 16:: noFind the slope of y = 23 x + 16:: 23Rewrite the function using f(x): f{(x )} = 23 x + 16Find f(-x): f{(- x )} = 23 (- x) + 16Remove the parentheses: f{(- x )} = - 23 x + 16Identify the relation between f(x) and f(-x): f{(x )} \neq f{(- x )}Find -f(-x): - f{(- x )} = - (- 23 x + 16)Remove the parentheses: - f{(- x )} = 23 x - 16Identify the relation between f(x) and -f(-x): f{(x )} \neq - f{(- x )}Determine the parity: Neither\ even\ nor\ oddDetermine the degree of y = 23 x + 16:: 1Find the leading term of y = 23 x + 16:: 23 xFind the leading coefficient of y = 23 x + 16:: 23Find the constant term of y = 23 x + 16:: 16The graph of 23x+16 ::