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Learn How to Find the Derivative of Tangent Function with Formula and Example | Secant Squared of x

d/dx (tan x)

sec^2 x

To find the derivative of tangent function, we will use the formula:

d/dx (tan x) = sec^2 x

Here, sec^2 x represents the secant squared of x.

Therefore, the derivative of tangent function with respect to x is sec^2 x.

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Learn How to Find the Derivative of Tangent Function with Formula and Example | Secant Squared of x

d/dx (tan x)

sec^2 x

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