Question

is (65, 0) a solution to the equation y = 25x - 65? yes no submit

Explanation:

Step1: Identify x and y values

Given the point \((65, 0)\), we have \(x = 65\) and \(y = 0\). The equation is \(y = 25x - (-65)\) (which simplifies to \(y = 25x + 65\)).

Step2: Substitute x into the equation

Substitute \(x = 65\) into the right - hand side of the equation:
\(25x+65=25\times65 + 65\)
First, calculate \(25\times65\): \(25\times65=(20 + 5)\times65=20\times65+5\times65 = 1300+325 = 1625\)
Then, add 65: \(1625+65 = 1690\)

Step3: Compare with y - value

We found that when \(x = 65\), the value of the right - hand side of the equation is \(1690\), but the \(y\) - value of the point is \(0\). Since \(0
eq1690\), the point \((65,0)\) is not a solution to the equation.

Answer:

no