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Algebra
Question

Function \( h \) is defined as \( h ( x ) = - ( x ...

Function \( h \) is defined as \( h ( x ) = - ( x + 3 ) ^ { 2 } + 4 \) 

How does the graph of \( h \) compare to the graph of the function \( g ( x ) = x ^ { 2 } \) ? The function \( h ( x ) \) opens down, and it is translated \( 3 \) units to the left and \( 4 \) units up. The function \( h ( x ) \) opens down, and it is translated \( 3 \) units to the right and \( 4 \) units up. The function \( h ( x ) \) opens up, and it is translated 

\( 3 \) units to the left and \( 4 \) units up. The function \( h ( x ) \) opens up, and it is translated 

\( 3 \) units to the right and \( 4 \) units up. 

Answer

Solution
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