What is the undefined value for 22=4+5x9x−6

To determine the undefined value in the equation \( 22 = 4 + 5 \times 9 \times -6 \), let's first evaluate the right side of the equation.

1. Start with the multiplication:
\[
5 \times 9 = 45
\]

2. Then multiply the result by \(-6\):
\[
45 \times -6 = -270
\]

3. Now add \(4\) to this result:
\[
4 + (-270) = 4 - 270 = -266
\]

So the equation becomes:
\[
22 = -266
\]
This statement is false, thus indicating there is no solution or undefined state for \(x\) in the context of the equation given, as \(x\) does not appear in the equation after performing the operations.

If you were asking for the value of \(x\) to make the equation true, it does not exist since the left side (22) does not equal the right side (-266). Therefore, this equation has no solution or can be considered "undefined" in that context.

If you were looking for a specific scenario where \(x\) is used, please clarify, and I can help with that.