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Engineering Calculus

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Course Features

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Duration

6.05 days

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Delivery Method

Online

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Available on

Lifetime Access

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Accessibility

Mobile, Desktop, Laptop

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Language

English

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Subtitles

English

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Level

Beginner

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Teaching Type

Self Paced

Course Description

Calculus is one the most difficult forms of mathematics. However, if you have the right calculus instruction, it can be quite enjoyable and interesting. We are here to help you conquer calculus fear and become an expert in it.

This course will introduce learners to the basics of calculus. They will be able to use functions and limits with ease. You will be able to learn about all the derivatives and take special lessons on Sin X's and Cos X’s Derivatives. The curriculum also includes extensive training in the Trig identities.

This course will teach you the rules of calculus step by step. This course will help you to understand the principles behind the Squeeze theorem. This course will improve your calculus skills and give confidence to solve all types of calculus problems.

Course Overview

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Skills You Will Gain

Prerequisites/Requirements

The Engineering Calculus is fully available to anyone, and no previous lessons are needed to enrol

All One Education needs to know is that you are eager to learn and are over 16

What You Will Learn

Develop a thorough understanding of mathematical derivatives concerning electrical functions

Strengthen your knowledge of mathematics and trigonometry

Gain essential in-demand skills so you can become a competent engineer

Learn about the squeeze theorem in calculus and how it works

Understand how to use the limit formula and how to define a function's limit

Acquaint yourself with the essential notions of single-variable calculus

Learn how to analyse a specific engineering challenge

Target Students

It doesn't matter if you are an aspiring expert or absolute beginner; this course will enhance your expertise and boost your CV with critical skills and an endorsed certificate attesting to your knowledge

Course Accreditations

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