The graph of f(x) = x will shift to the left 11 units because negative 11 is being subtracted from x which will be the required transformation.
Taking into account that f(x) = x becomes f(x) = x+11
This shows a horizontal displacement of x of 11 units to the left.
This is true since the original graph's origin is the x intercept. for a new purpose
x's intercept is -11.
The option it contains is the right one.
11 units to the left, I shifted.
x is taken away from by a negative -11.
Transform the coordinate plane's shapes by translating, rotating, or reflecting them. In the 19th century, Felix Klein introduced transformational geometry, a novel perspective on geometry. The majority of proofs in geometry are built upon object transformations. Any image in a coordinate plane can be altered using transformations.
Disclaimer : the complete question is :
How will the input of f(x + 11) affect the graph of f(x) = x? Explain.
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