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Real Analysis

Track :

Science

Lessons no : 1

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What will you learn in this course?
  • Master limits, continuity, and convergence to analyze real-valued functions effectively in calculus and mathematical modeling
  • Apply rigorous proof techniques to establish properties of sequences, series, and functions in real analysis contexts
  • Utilize concepts of differentiation and integration to solve real-world problems in physics, engineering, and economics
  • Develop critical thinking skills to interpret and evaluate mathematical arguments and theorems in advanced mathematics and applied sciences

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Lessons | 1


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203 Reviews

Ajina

Super
2025-09-23

Selva Rickma2007

Nice
2025-09-21

M.Akshiya

Good
2025-09-21

Prashant timalsina

It is good for beginners
2025-08-22

Abbdelfattah Lemkhaifi

good
2025-08-07

MANNEPALLI PRASANTH

Nice
2025-07-04

Nora_taallah

...
2025-06-01

Sanaullah Jamali

Good
2025-04-24

JAGADESH KUMAR

Good
2025-04-12

M RAMESH KARTHIK YADAV

GOOD
2025-04-10

Awal Abdul Salam

Good experience
2025-04-01

Aravind S R

Good as best
2025-03-21

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Real Analysis is an area of mathematics that was developed to formalise the study of numbers and functions and to investigate important concepts such as limits and continuity. These concepts underpin calculus and its applications. Real Analysis has become an indispensable tool in a number of application areas.