How are parametric functions differentiated?

By applying differentiation rules to various functions.

What functions are involved in differentiation?

Functions like sin x, log x, and cos x.

Emphasizes variable raised to a constant.

By following step-by-step calculations.

To differentiate functions like sin x, cos x, and x².

The text provides a detailed explanation of the differentiation process for various functions such as sin x, log x, and cos x, offering step-by-step calculations to illustrate the concept.
It emphasizes the application of differentiation rules and techniques, particularly focusing on functions like sin x, cos x, and x², showcasing the practical utility of these mathematical principles in solving complex problems.

How are parametric functions differentiated?
By applying differentiation rules to various functions.
What functions are involved in differentiation?
Functions like sin x, log x, and cos x.
What is the power rule in differentiation?
Emphasizes variable raised to a constant.
How are complex functions differentiated?
By following step-by-step calculations.
What is the application of differentiation rules?
To differentiate functions like sin x, cos x, and x².

00:00

The text discusses parametric functions of the second order.
It explains the differentiation process with respect to X, involving various functions like sin x, log x, and cos x.
The text delves into the differentiation of functions like sin x, cos x, and tan x, providing step-by-step calculations.
It demonstrates the differentiation of complex functions involving sin x, cos x, and tan x, leading to final answers.
The text explores the differentiation of exponential functions, emphasizing the power rule and variable raised to a constant.
It concludes with the differentiation of functions like sin x, cos x, and x², showcasing the application of differentiation rules and techniques.