a.Explain what you would need to do the graph of the y=f(x) to graph the function y=-2f[(x+3)]-4b.Graph the functon in part (a) f(X)=x^2

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a.Explain what you would need to do the graph of the y=f(x) to graph the function y=-2f[(x+3)]-4b.Graph the functon in part (a) f(X)=x^2

a.Explain what you would need to do the graph of the y=f(x) to graph the function y=-2f[(x+3)]-4b.Graph the functon in part (a) f(X)=x^2
a.Explain what you would need to do the graph of the y=f(x) to graph the function y=-2f[(x+3)]-4
b.Graph the functon in part (a) f(X)=x^2

a.Explain what you would need to do the graph of the y=f(x) to graph the function y=-2f[(x+3)]-4b.Graph the functon in part (a) f(X)=x^2
a.for the function y=f(x) -> y=-2f[(x+3)]-4.think of how to move.first move x left to 3 units,then move y down to 2 units.then extend the whole function with 2 units,and reflect it.
b.for the function y=x^2.think about what is gonna be the new graph of the fuction y=-2(x+3)^2-4=-2(x^2+6x+11).therefore we can see it's how a parabola function moves.first,reflect the function of f(x)=x^2 and extend by 2 units.afterwards,let x=0 we found y=-22 which means it moves down by 22 units.
good luck.

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