Verify Point (3,36) on Function y = x²: Coordinate Check

Does the function $y=x^2$ pass through the point where y = 36 and x = 3?

To determine if the function $y = x^2$ passes through the point $(3, 36)$, we need to verify whether substituting $x = 3$ results in $y = 36$.

Substitute $x = 3$ into the function:

• The function is $y = x^2$.
• Substitute $x = 3$: $y = 3^2$
• Calculate the value: $y = 9$

The calculated value of $y$ when $x = 3$ is $9$. We compare this value to the given $y = 36$.

Since $9 \neq 36$, the function $y = x^2$ does not pass through the point $(3, 36)$.

Therefore, the correct answer is: No.