leibniz's notation
[leibniz's notation|leibniz's notation] Leibniz's notation is used to find the derivative of a function by taking the derivative using the notation, as demonstrated in Example 3.59 where the derivative of y = tan(4° -3x+ 1) is calculated with u = 4x?
Mechanism
leibniz's notation Leibniz's notation is used to find the derivative of a function by taking the derivative using the notation, as demonstrated in Example 3.59 where the derivative of y = tan(4° -3x+ 1) is calculated with u = 4x? - 3x +1.
Causes
leibniz's notation [leibniz's notation] is not absolutely necessary to memorize these as separate formulas as they are all applications of the chain rule to previously learned formulas.
Effects
leibniz's notation [leibniz's notation] does not require memorizing separate formulas as they are all applications of the chain rule to previously learned formulas.