For the function
g(x) = -√(x + 11) - 3,
determine the base function f(x) and what transformations would be made to f(x) to give the correct g(x). Please select the 4 correct answers from those listed:
a) f(x) = √x, Reflection across x-axis, Horizontal shift 11 units to the left, Vertical shift 3 units down
b) f(x) = √x, Reflection across x-axis, Horizontal shift 11 units to the right, Vertical shift 3 units up
c) f(x) = √(x + 11), Reflection across x-axis, Horizontal shift 11 units to the left, Vertical shift 3 units down
d) f(x) = √x, Reflection across x-axis, Horizontal shift 11 units to the left, Vertical shift 3 units up
e) f(x) = √x, Reflection across x-axis, Horizontal shift 11 units to the right, Vertical shift 3 units down