Description

Overview

By enroling in Advanced Mathematics, you can kickstart your vibrant career and strengthen your profound knowledge. You can learn everything you need to know about the topic.

The Advanced Mathematics course includes all of the most recent information to keep you abreast of the employment market and prepare you for your future. The curriculum for this excellent Advanced Mathematics course includes modules at all skill levels, from beginner to expert. You will have the productivity necessary to succeed in your organisation once you have completed our Advanced Mathematics Program.

So enrol in our Advanced Mathematics course right away if you're keen to envision yourself in a rewarding career.

Description

Enroling in this Advanced Mathematics course can improve your Advanced Mathematics perspective, regardless of your skill levels in the Advanced Mathematics topics you want to master. If you're already a Advanced Mathematics expert, this peek under the hood will provide you with suggestions for accelerating your learning, including advanced Advanced Mathematics insights that will help you make the most of your time. This Advanced Mathematics course will act as a guide for you if you've ever wished to excel at Advanced Mathematics.

Why Choose Us?

After successfully completing the Advanced Mathematics Course, you will receive a FREE PDF Certificate as evidence of your newly acquired abilities.

Lifetime access to the whole collection of Advanced Mathematics learning materials.

Online test with immediate results

Enroling in the course has no additional cost.

You can study and complete the Advanced Mathematics course at your own pace.

Study for the Advanced Mathematics course using any internet-connected device, such as a computer, tablet, or mobile device.

Who Is This Course For?

This Advanced Mathematics course is a great place to start if you're looking to start a new career in Advanced Mathematics field. This training is for anyone interested in gaining in-demand Advanced Mathematics proficiency to help launch a career or their business aptitude.

Requirements

The Advanced Mathematics course requires no prior degree or experience. All you require is English proficiency, numeracy literacy and a gadget with stable internet connection. Learn and train for a prosperous career in the thriving and fast-growing industry of Advanced Mathematics, without any fuss.

Career Path

This Advanced Mathematics training will assist you develop your Advanced Mathematics ability, establish a personal brand, and present a portfolio of relevant talents. It will help you articulate a Advanced Mathematics professional story and personalise your path to a new career. Furthermore, developing this Advanced Mathematics skillset can lead to numerous opportunities for high-paying jobs in a variety of fields.

Course Curriculum

Unit 01: Introduction
	Introduction	00:01:00
Unit 02: Mathematical Logic
	Introduction to Mathematical Logic, What is Sentence, Statements and their Types	00:02:00
	Introduction to Logical Connectivity, Tautology, Contradiction, Contingency, Pattern	00:06:00
	Quantitative and Quantified Statement and types and example	00:03:00
	Dual: Replacing of Connections and Symbols	00:02:00
	Negations of Compound Statement, Converse, Inverse, & Contrapositive	00:03:00
	Algebra of Statements and Law	00:05:00
	Real Life application of Logic to Switching Electric Circuit	00:05:00
Unit 03: Matrices
	Introduction to Matrices, Multiplication and Addition using Matrix	00:06:00
	Inverse of Matrix Uniqueness of Inverse, Elementary Transformation	00:09:00
	Method of REDUCTION AND INVERSION with real life example how we can implement	00:17:00
Unit 04: Trigonometric Functions
	Introduction to Trigonometric Function	00:03:00
	General Solutions and Theorem	00:10:00
	Solution of Triangle: Polar Co-ordinates	00:22:00
	Rules and Theorems of Sin Cosine and Tan	00:22:00
Unit 05: Pair of Straight Line
	Introduction & Combined Equations	00:07:00
	Degrees and Types	00:13:00
	Some Theorem	00:17:00
Unit 06: Lines & Planes
	Introduction - vector Cartesian theorem	00:02:00
	Cartesian Equation & 2 Point Theorem	00:03:00
	Theorems & Problem Solving	00:05:00
	Distance of Point Line	00:05:00
	Skew Lines	00:01:00
	Distance of skew lines	00:03:00
	Distance between parallel lines	00:02:00
	Equation of Plane and Cartesian Form	00:10:00
Unit 07: Linear Programming
	Linear Programming Introduction	00:08:00
	Introduction to LPP (Linear Programming Problem)	00:05:00
	LPP Problem Solving	00:07:00
Assignment
	Assignment -Advanced Mathematics	00:00:00

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Advanced Mathematics Course

By NextGen Learning

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