Mr. Maths

22/07/2024

BASIC MATHEMATICS
📚 Welcome to Basic Mathematics Part Two! In this video, we dive into solving linear equations that include fractions and learn how to find the value of
�
x even when fractions are involved. Whether you’re a student trying to ace your math class or just brushing up on your skills, this tutorial will guide you step-by-step through the process.

🔢 What You’ll Learn:

Understanding Linear Equations with Fractions: Breakdown of how fractions appear in linear equations.
Solving for
�
x: Techniques to isolate
�
x and solve the equation.
Step-by-Step Solutions: Clear examples and solutions for practice.
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🧮 Timestamps:
0:00 Introduction
1) What is a Linear Equation with Fractions?
2) Solving Basic Linear Equations with Fractions
3) Examples & Practice Problems
4) Tips and Tricks for Solving Equations
5) Conclusion & Further Practice

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🔍 Master Class 10 Maths with our in-depth tutorial on Linear Equations in Two Variables using the Graphical Method! 📈 We break down the solutions for equations like 2x + y = 0 and x + y = 5. 🧮✨ Follow along as we graphically solve these equations, uncovering the intersection points and demystifying the process. Boost your math skills and join the journey of discovery! 🚀🎓 "

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Questions
1) The seventh term of an Arithmetic progression is four times its second term and twelfth term is 2 more than three times of its fourth term. Find the progression.
a7= 4(a2)
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2) The common difference of two different arithmetic progressions are equal.The first term of the first progression is 3 more than the first term of second progression. If the 7 th term of first progression is 28 and 8 th term of second progression is 29, then find the both different arithmetic progressions
a=b+3
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