Question
Invariant points for linear function for y = x-2
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GPT 3.5
The invariant point for a linear function occurs when the output (y) remains constant regardless of the input (x). To find this point, we set y equal to a constant value and solve for x.
For the function y = x - 2, let's say we set y = k, where k is some constant value.
Then, we have k = x - 2.
To solve for x, we add 2 to both sides of the equation:
k + 2 = x.
Therefore, the invariant point for the linear function y = x - 2 occurs when x is equal to k + 2 for any constant value k.
For the function y = x - 2, let's say we set y = k, where k is some constant value.
Then, we have k = x - 2.
To solve for x, we add 2 to both sides of the equation:
k + 2 = x.
Therefore, the invariant point for the linear function y = x - 2 occurs when x is equal to k + 2 for any constant value k.
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