If a and b are constants and $g ( x ) = \left( \alpha x ^ { 2 } + b \right) ^ { 2 }$ , find $g ^ { \text {ttt} } ( x )$ .

Name: If a and b are constants and $g ( x ) = \left( \alpha x ^ { 2 } + b \right) ^ { 2 }$ , find $g ^ { \text {ttt} } ( x )$ .
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The Answer of If a and b are constants and $g ( x ) = \left( \alpha x ^ { 2 } + b \right) ^ { 2 }$ , find $g ^ { \text {ttt} } ( x )$ .

If a and B Are Constants And g(x)=(αx2+b)2g ( x ) = \left( \alpha x ^ { 2 } + b \right) ^ { 2 }g(x)=(αx2+b)2

If a and B Are Constants And $g ( x ) = \left( \alpha x ^ { 2 } + b \right) ^ { 2 }$