Question

does the point (82, 800) satisfy the equation y = 76x?
yes
no
submit

Explanation:

Step1: Identify x and y values

For the point \((82, 800)\), \(x = 82\) and \(y = 800\).

Step2: Substitute x into the equation

Substitute \(x = 82\) into \(y = 76x\), we get \(y = 76\times82\).
Calculate \(76\times82\): \(76\times82=(70 + 6)\times82 = 70\times82+6\times82 = 5740+492 = 6232\).

Step3: Compare with given y

The calculated \(y\) is \(6232\), but the given \(y\) is \(800\). Since \(6232
eq800\), the point does not satisfy the equation.

Answer:

no