Find the first partial derivatives of the function.
$$c = \ln \left( a + \sqrt { a ^ { 4 } + b ^ { 4 } } \right)$$

Name: Find the first partial derivatives of the function. \[c = \ln \left( a + \sqrt { a ^ { 4 } + b ^ { 4 } } \right)\]
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The Answer of Find the first partial derivatives of the function.
$$c = \ln \left( a + \sqrt { a ^ { 4 } + b ^ { 4 } } \right)$$

Find the First Partial Derivatives of the Function c=ln⁡(a+a4+b4)c = \ln \left( a + \sqrt { a ^ { 4 } + b ^ { 4 } } \right)c=ln(a+a4+b4​)

Find the First Partial Derivatives of the Function $c = \ln \left( a + \sqrt { a ^ { 4 } + b ^ { 4 } } \right)$