To find the equation for the final transformed graph, we need to apply the given transformations to the equation of the original function.
The original function is f(x) = √x.
1. First, we substitute x - 7 for x to represent the shift 7 units to the right:
f(x - 7) = √(x - 7).
2. Next, we apply the transformation of scaling by multiplying the function by 3:
F(x) = 3√(x - 7).
Therefore, the equation for the final transformed graph is F(x) = 3√(x - 7).
A function f is given and the indicted transformation are applied to its graph write the equation for the final transformed graph
F(x)=3 under root x shift 7 units to the right
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