Let f be a function defined for any x \in\mathbb{R}.
What would happen to the graph of f\left(x+2\right) compared to the graph of f\left(x\right) ?
Let f be a function defined for any x \in\mathbb{R}.
What would happen to the graph of f\left(x-3\right) compared to the graph of f\left(x\right) ?
Let f be a function defined for any x \in\mathbb{R}.
What would happen to the graph of f\left(x\right)+5 compared to the graph of f\left(x\right) ?
Let f be a function defined for any x \in\mathbb{R}.
What would happen to the graph of f\left(x\right)-7 compared to the graph of f\left(x\right) ?
Let f be a function defined for any x \in\mathbb{R}.
What would happen to the graph of -f\left(x+3\right) compared to the graph of f\left(x\right) ?
Let f be a function defined for any x \in\mathbb{R}.
What would happen to the graph of f\left(x+4\right)-6 compared to the graph of f\left(x\right) ?
Let f be a function defined for any x \in\mathbb{R}.
What would happen to the graph of f\left(x-10\right)+1 compared to the graph of f\left(x\right) ?