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教学与学术/数学

Exploring the Basics of Polynomials and Their Practical Use (课程)

A Comprehensive Introduction to Polynomials and their Mathematical Power

所有级别 • 6 讲座 • 终身无限畅学

Prabh Kirpa Classes

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Exploring the Basics of Polynomials and Their Practical Use

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总内容

你将学到什么

What is the meaning of Polynomial?

What is the meaning of term in the context of polynomial?

Whether the power of variable in a polynomial can be negative?

Whether a Polynomial has only one variable?

课程内容

2 部分 • 6 讲座 • 00:36:03 总长度

Introduction

04:23

What is the meaning of Polynomial?

What is the meaning of variables?

What is meant by coefficients?

What is the meaning of term in the context of polynomial?

Whether the power of variable in a polynomial can be negative?

Whether a Polynomial has only one variable?

Whether the terms in a Polynomial can contain different powers of the same variable?

Whether the terms of a polynomial are compulsorily required to be arranged in descending order of the degree of the variable?

Meaning of Polynomial

06:49

What is the meaning of Polynomial?

What is the meaning of variables?

What is meant by coefficients?

What is the meaning of term in the context of polynomial?

Polynomial explanation

05:46

Polynomial consists of only coefficients and variables. Comment.
Whether numerical number alone can be a polynomial?
Many terms come together and form a polynomial. Whether a single term can form a polynomial?

Power of variable in a polynomial

06:16

Whether the power of variable in a polynomial can be negative?
Whether the exponents on variable are allowed to be fractional?

Number of variables in a polynomial

03:50

Whether a Polynomial has only one variable?

Terms in a polynomial

08:57

Whether the terms in a Polynomial can contain different powers of the same variable?
Whether the terms of a polynomial are compulsorily required to be arranged in descending order of the degree of the variable?

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要求

Basic knowledge of Algebra and Geometric concepts

目标受众

Students, businessmen and general public

关于本课程

What is the meaning of Polynomial?

What is the meaning of variables?

What is meant by coefficients?

What is the meaning of term in the context of polynomial?

Polynomial consists of only coefficients and variables. Comment.

Whether numerical number alone can be a polynomial?

Many terms come together and form a polynomial. Whether a single term can form a polynomial?

Whether the power of variable in a polynomial can be negative?

Whether the exponents on variable are allowed to be fractional?

Whether a Polynomial has only one variable?

Whether the terms in a Polynomial can contain different powers of the same variable?

Whether the terms of a polynomial are compulsorily required to be arranged in descending order of the degree of the variable?

Whether a polynomial can have multiple variables?

It is a common convention to arrange to terms of a polynomial in descending order of the degree of variable. What does it mean?

If there is a polynomial 5x2 + 3x - 4, identify coefficient, variable and constant?

Whether it is correct that in the case of polynomial, the terms are connected by addition or substraction?

If there is no power on variable in a polynomial, then it is to be taken as 0 or 1. Comment.

职业发展机遇与目标岗位

掌握前沿实战技能，胜任全球高薪核心职位

就业就绪型课程

可申请的目标岗位

Certified Domain Practitioner

Technical Project Specialist

Operations & Implementation Lead

Independent Consultant / Freelancer

预估年薪范围

$70,000 – $115,000 / yr

全球行业需求

High Global Market Applicability

掌握的核心关键技能

Industry Best Practices & Methodology

Hands-On Project Execution

Analytical Problem Solving

Verified International Certification

* 估算数据基于全球科技行业薪酬基准与招聘市场报告。

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This channel is purely education based. Our aim is to ensure that the students are able to understand each and every question in an easy way. We take pride in providing quality educational services to the students of Class VII to Class XI Science NCERT, English, Computer solutions, Mathematics, Business Studies & Economics. Our goal is to help the leaders of tomorrow to learn to succeed today....

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