Question

is (16, 5) a solution to the equation $y = 9x - 29$? yes no

Explanation:

Step1: Substitute x=16 into the equation

To check if \((16, 5)\) is a solution, we substitute \(x = 16\) into the right - hand side of the equation \(y=9x - 29\).
The formula for the right - hand side is \(9x-29\). When \(x = 16\), we calculate \(9\times16-29\).
First, calculate \(9\times16=144\). Then, \(144 - 29=115\).

Step2: Compare with y - value

The \(y\) - value in the ordered pair \((16,5)\) is \(y = 5\). But when \(x = 16\), the value of \(9x-29\) is \(115\), and \(115
eq5\).

Answer:

no