M athem atical analysis I

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REPUBLIC OF U Z B E K IS T A N
M IN ISTR Y O F H IG H ER A N D S E C O N D A R Y SPECIAL
JIZZAKH
BY» 
academic affairs 
G.G. Egamnazarov 
О Л
___ _ 2022 year.
Department of HIGHER MATHEMATICS
Syllabus o f the subject 
M ATHEM ATICAL ANALYSIS I”
For speciality:
Mechanical engineering
Semester 3 - lectures, practice -90/60 hours

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Mathematical Analysis I
3-Semester Syllabus
The syllabus of the subject is based on the "Mathematical analysis 1" curriculum 
approved by the Turin Polytechnic Institute.
The syllabus approved by the Scientific and Methodological Council of Ji/vukh 
Polytechnic Institute in 2022 Protocol No. / of 
A .< L O &
*•
Creator:
Axadova K.S. 
Assistant o f the Department o f “ Higher Mathematics”
Reviewer:
Soatov U.A. 
Associate Professor of 
the Department o f “Higher 
M athematics”
Head of the Department of Higher 
Mathematics:
2022
year «
P 
О
A m . i ir n f . 
Sn«tovU.A.
С M a th e m a tic a l a n a ly sis 1 ( s illa b u s )-J iz z a k h : J iz P I , 2 0 2 2 .1 2 p ag es.

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Mathematical Analysis I
3-Semester Syllabus
Natural-Mathematical Science
Part 1: Course Information
Instructor Information
Instructor: Senior teacher Akhadova Komila 
Office: Room 313 A 
Office Hours: Tuesday, Thursday 
Mobile Phone: [phone] 
E-mail: [e-mail]
Course Description
Mathematical analysis is the branch of mathematics dealing with limits 
and related theories, such as differentiation, integration, measure, 
infinite series, and analytic functions.
Prerequisite
• These theories are usually studied in the context of 
real and complex numbers and functions. Analysis 
evolved from calculus, which involves the elementary 
concepts and techniques of analysis. Analysis may be 
distinguished from geometry; however, it can be 
applied to any space of mathematical objects that has 
a definition of nearness (a topological space) or 
specific distances between objects (a metric space).