Скачать или смотреть 10th Quadratic Equations | Problem Set 2 Lecture 6 | SSC Class 10 Algebra Maths 1 Maharashtra Board

10th Quadratic Equations | Problem Set 2 Lecture 6 | SSC Class 10 Algebra Maths 1 Maharashtra Board

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Описание к видео 10th Quadratic Equations | Problem Set 2 Lecture 6 | SSC Class 10 Algebra Maths 1 Maharashtra Board

This Video explains Algebra Problem Set 2 Class 10 of Quadratic Equations Chapter 2.

Solve problem set 2 of quadratic equations for SSC Board exams with ease!

This lecture will explain all the problems in problem set 2 of quadratic equations in detail, with step-by-step solutions. The lecture is specifically designed for class 10 students of Maharashtra State board, and will help them prepare for their SSC Board exams.

The lecture covers the following topics:
The general form of a quadratic equation
The discriminant of a quadratic equation
The roots of a quadratic equation
Methods of solving quadratic equations
Solving the problems in problem set 2 of quadratic equations

The lecture is delivered in a clear and concise manner, and the concepts are explained in a way that is easy to understand. The lecture also includes plenty of examples and practice problems, so that students can test their understanding of the concepts.
If you are a class 10 student of Maharashtra state board and are preparing for your SSC Board exams, then this lecture is for you!

Watch it now and learn how to solve problem set 2 of quadratic equations with ease.

#Algebra #Class10 #10thMaths #QuadraticEquations

00:00 - Introduction
00:35 - Algebra 10th Problem Set 2 - Question 11.Mukund possesses ₹ 50 more than what Sagar possesses. The product of the amount they have is 15,000. Find the amount each one has.

07:12 - Quadratic Equations Problem Set 2 - Question 12.The difference between squares of two numbers is 120. The square of smaller number is twice the greater number. Find the numbers.

19:00 - Maharashtra Board 10th Maths 1 Problem Set 2 - Question 13. Ranjana wants to distribute 540 oranges among some students. If 30 students were more each would get 3 oranges less. Find the number of students.

Other resources on the channel:

10th Algebra Solutions to all Chapters - • Class 10 Maths - SSC Board Maths - 1 Algeb...

10th Geometry Solutions to all Chapters - • 10th Standard Geometry Maharashtra State B...

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