Find the Derivative - d/dx
Problem
Solution
Identify the outer function as a square root and apply the chain rule, where the derivative of
√(,u) is1/(2√(,u))⋅d(u)/d(x)
Differentiate the inner expression
7*x+√(,7*x+√(,7*x)) by applying the sum rule and another chain rule for the nested square root.
Differentiate the innermost expression
7*x+√(,7*x) using the power rule and the chain rule.
Substitute the result from step 3 back into the expression from step 2.
Combine all parts into the final derivative expression.
Final Answer
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