Question

determine whether the ordered pair (8,3) is a solution of the equation 14x - y - 109 = 0. since the expression 14x - y - 109 evaluated at (8,3) is \\(\square\\), (8,3) \\(\square\\) a solution. \\(\

$$\begin{array}{c}\\text{is not}\\\\\\text{is}\\end{array}$$

\\)

Explanation:

Step1: Substitute x=8, y=3

Substitute \( x = 8 \) and \( y = 3 \) into \( 14x - y - 109 \).
\( 14\times8 - 3 - 109 \)

Step2: Calculate step by step

First, calculate \( 14\times8 = 112 \). Then, \( 112 - 3 = 109 \). Finally, \( 109 - 109 = 0 \).

Answer:

Since the expression \( 14x - y - 109 \) evaluated at \( (8,3) \) is \( 0 \), \( (8,3) \) is a solution.