Quadratic Formula and Nature of Roots One Shot in 90 Seconds | Quadratic Equations | Class 10 Maths

Показать описание

In this free YouTube class, Vedantu Maths expert Kuldeep Sir will discuss the "Quadratic Formula and Nature of Roots" one shot in 90 seconds in quadratic equations for CBSE 2024 Class 10th students. Watch the complete video for in-depth knowledge of Quadratic formulas and the Nature of Roots in 90 seconds in Quadratic Equations.

🟢 CBSE 2024 Class 10th Latest Playlist

Get ready to ace every subject with Vedantu 9&10, a comprehensive education platform exclusively for Classes 9th and 10th Students. The channel covers subjects like maths, science, social studies and English for CBSE, ICSE and State Boards; with dedicated classes, experiments and quizzes.
___________________________________________________

If you don’t wish to miss any updates and or the latest videos about CBSE board exams preparation, subscribe to the channel now. Stay tuned with Vedantu class 9 and 10 to get access to LIVE classes on CBSE board exam analysis, post-exam guidance, latest notifications, important topics, free class 9 and 10 crash course, mock tests, exam updates, paper patterns, syllabus, results, tips, free class 9 and 10 online coachings and more.

#Vedantu9and10
#VedantuClass10
#VedantuClass9
#Vedantu9thAnd10th
#CbseClass9OnlineCoaching,
#CbseClass9And10OnlinePreparationFree
#CbseClass10Preparation
#FreeOnlineCoachingForCbseClass9And10
#VedantuClass9and10
#NCERTSolutionsforClass10Science
#NCERTSolutionsforClass10Maths
#NCERTSolutionsforClass10SocialScience
#CBSE2024
#Class10Boards
#Class10Boards2024
#CbseBoards2024
#CbseBoardExams
#CbseClass10Boards
#CbseClass10BoardExams
#Class10SstPreparation
#Class9SciencePreparation
#CbseClass10thPreparation
#CbseClassMathsPreparation
#ScienceClass10Preparation

Рекомендации по теме

Комментарии

1:26 answer is -3 .... nature - unequal root and imaginary

tanmaysingh..

Hi Bhaiya.
Homework Answer :-
The equation is having unequal and imaginary roots because D < 0.

ashapande

This equation have unequal and imaginary roots because D < 0

trisha

The roots will be not equal & imaginary

finerudravlogs

Good evening sir
Homework answer
Nature of root :- imaginary and unequal root
D<0 as (D=-3)

VedikaSingh-swfc

The equation having unequal, imaginary roots because D<0

MahakYadav-lrey

Quadratic Formula and Nature of Roots One Shot in 90 Seconds | Quadratic Equations | Class 10 Maths

Nature of Roots - Examples | Quadratic Equations | Don't Memorise

How To Determine The Discriminant of a Quadratic Equation

Discriminant - Nature of Roots of Quadratic Equations @MathTeacherGon

Nature of roots of a quadratic equation | Part 1/3 | English | Class 10

Quadratic Formula and Nature of Roots One Shot in 90 Seconds | Quadratic Equations | Class 10 Maths

Determining the Nature of Roots of Quadratic Equations

The Quadratic Formula, Discriminant & Roots of a Quadratic | Step-by-Step

Finding the roots of quadratic equation | Formula of shridharacharya | maths

Class 10 Maths - Exercise 2.1 Question 1, 2 & 3 | MathPhys Insight

Solving Quadratic Equations using Quadratic Formula - Quadratic Equations

Discriminant and the Nature of Roots of Quadratic Equations

Nature of roots of a quadratic equation | Part 2/3 | English | Class 10

Quadratic Equations Class 10

Nature of Roots of a Quadratic Equation

determining the nature of roots of quadratic equations Without solving the equation

QUADRATIC EQUATIONS Part 3: Quadratic Formula & Nature of Roots | Class 10 Mathematics

Nature of Roots of Quadratic Equations

How to FIND THE DISCRIMINANT of a QUADRATIC EQUATION | Nature of its Roots | Algebra 1

Grade 9 Math Q1 Ep3: Nature of Roots of Quadratic Equations

Quadratic Equations: Nature of the Roots | CBSE MATH | Class 10 Chapter 4 Lesson 3

Maths Quadratic Equation part 10 (Quadratic Formula, Nature of roots) CBSE class 10 Mathematics X

Nature of roots of a Quadratic equations || Quadratic Equations || Class 10th SSC || #5

Derivation of Quadratic Formula & Understand the nature of roots from discriminant | Quadratic E...

How to derive formulas of the roots of Quadratic Equations