Booking options
£5
£5
On-Demand course
1 hour
All levels
Accredited by CPDQE
Understand fundamental calculus concepts such as functions, limits, and derivatives.
Apply derivative calculus techniques to solve engineering problems effectively.
Analyze trigonometric identities and their derivatives in engineering contexts.
Utilize the squeeze theorem to evaluate limits and derivatives with precision.
Demonstrate proficiency in calculating derivatives of common functions and applying them in engineering scenarios.
Unlock the power of calculus with “Engineering Calculus Made Simple (Derivatives).” Designed for engineers and STEM enthusiasts, this course offers a comprehensive guide to mastering derivative calculus with ease. Dive into essential concepts, from functions and limits to trigonometric identities, and emerge with a deep understanding of how derivatives drive engineering solutions.
Delve into the heart of calculus with a step-by-step approach, starting from foundational topics like functions and limits. Understand the core principles behind derivatives and explore their applications in engineering contexts. From trigonometric identities to advanced derivatives, each module equips you with the knowledge and skills to tackle real-world engineering challenges with confidence.
Whether you’re a student aiming to ace your calculus exams or a professional seeking to apply calculus principles in your field, this course is your gateway to mastering engineering calculus effortlessly. Join us on this transformative journey and simplify the complexities of calculus like never before.
This course is CPDQE accredited, which serves as an impactful mechanism for skill enhancement.
Continuing Professional Development (CPD) stands as a crucial, widely acknowledged method that aids individuals, organisations, and entire industries in staying current with their skills and knowledge.
CPD not only facilitates the elevation of global standards and benchmarks, aligning with the growing forces of globalisation and consumer expectations but also transforms learning into a deliberate and proactive process. It motivates professionals to uphold a consistently high level of performance and demonstrates their unwavering commitment to a specific job role or profession.
Course Curriculum
Introduction
Functions
Limits
The Derivative
Trig Identities
The Squeeze Theorem
The Derivative of Sin(x)
The Derivative of Cos(x)
Other Derivatives
Yes, we offer free PDF Certificate upon course completion. Here is an example certificate that you will get after completing your course.
Yes, this course is accredited by CPDQE.
Continuing Professional Development (CPD) is a practice embraced by countless individuals across diverse industries and professions. Typically, professional organisations and institutes mandate CPD requirements, often specifying a specific number of annual CPD training hours.
In recent decades, the dedication to CPD has transcended the confines of traditional sectors and UK-based institutions, gaining global recognition and acceptance.
Continuing Professional Development (CPD) stands as a crucial, widely acknowledged method that aids individuals, organisations, and entire industries in staying current with their skills and knowledge.
CPD not only facilitates the elevation of global standards and benchmarks, aligning with the growing forces of globalisation and consumer expectations but also transforms learning into a deliberate and proactive process. It motivates professionals to uphold a consistently high level of performance and demonstrates their unwavering commitment to a specific job role or profession.
The majority of institutions and professional organisations establish Continuing Professional Development (CPD) goals, typically on an annual basis. These objectives are determined by accumulating CPD activities, which include participating in training courses, eLearning programs, events, and other structured learning experiences.
Most professional bodies employ CPD hours as their primary metric, and when CPD points or credits are utilised, they are typically in a direct 1:1 correlation with CPD hours. In simpler terms, one CPD point equates to one CPD hour.