Impressive Informatics

Plot No 67, Rawras Pura Aurangabad, Aurangabad, India - 431001

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Impressive Informatics

Plot No 67, Rawras Pura Aurangabad, Aurangabad, India - 431001

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Overview

Welcome to Impressive Informatics Institute of Technology &
Management(IIITM).IIITM is the outcome of the dream of a desire to create education system,which can be taken from anywhere and the student will get the equal opportunity & motivation to learn & receive education to become Achiever par excellence.Professional Training Programmes of IIITM are designed in way to enhance your potential to perform efficiently in challenging corporate world. At IIITM we understand the change & rapidly encourage it.
IIITM offering now All management level programs for working professionals, industrialist , house makers , executives and for those who want do something new in this era..
programs : short term diploma programs in Retail, Sales, Marketing, Business Management.
Post graduate Programs : MBA in All ( Retail.........Operation)
All Programs are Recognized By Industries as well as State Govt.
Student will get with Admissions : Uniforms Bags,Books ID ........ etc.

Address

Plot No 67, Rawras Pura

Aurangabad, Aurangabad, India - 431001

Landmark: Tees Gaon Road, Aurangabad

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.Net Training Overview

.Net Training

Class Location

At the Institute

Online (video chat via skype, google hangout etc)

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Answers by Impressive Informatics (1)

Answered on 14/02/2015 Tuition/Class XI-XII Tuition (PUC)

We are mainly interested in the roots of unity; however, we begin by being general and presenting a theorem. The cyclotomic equation is: cyclotomic Where , n=2,3... and in the complex plane. And because it is not surprisingly, cyclotomic means 'related to the roots of unity' and often refers... ...more
We are mainly interested in the roots of unity; however, we begin by being general and presenting a theorem. The cyclotomic equation is: cyclotomic[1.01] Where [1.02], n=2,3... and in the complex plane. And because it is not surprisingly, cyclotomic means 'related to the roots of unity' and often refers to the equation: [1.03] The theorem is that the roots of cyclotomicare: [1.04] Where z and a are complex numbers, l=0,1,2, ... ,n-1, and ??
Answers 7 Comments
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Impressive InformaticsDirections

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.Net Training 1.6

Class Location

At the Institute

Online (video chat via skype, google hangout etc)

DTP (Desktop Publishing) classes 2.5

Class Location

At the Institute

Online (video chat via skype, google hangout etc)

Fashion Designing classes 2.5

Class Location

At the Institute

Online (video chat via skype, google hangout etc)

C++ Language classes 2.5

Class Location

At the Institute

Online (video chat via skype, google hangout etc)

Web Designing Classes 2.5

Class Location

At the Institute

Online (video chat via skype, google hangout etc)

PHP Classes 2.5

Class Location

At the Institute

Online (video chat via skype, google hangout etc)

Soft Skills Training Classes 2.5

Class Location

At the Institute

Online (video chat via skype, google hangout etc)

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Answers by Impressive Informatics (1)

Answered on 14/02/2015 Tuition/Class XI-XII Tuition (PUC)

We are mainly interested in the roots of unity; however, we begin by being general and presenting a theorem. The cyclotomic equation is: cyclotomic Where , n=2,3... and in the complex plane. And because it is not surprisingly, cyclotomic means 'related to the roots of unity' and often refers... ...more
We are mainly interested in the roots of unity; however, we begin by being general and presenting a theorem. The cyclotomic equation is: cyclotomic[1.01] Where [1.02], n=2,3... and in the complex plane. And because it is not surprisingly, cyclotomic means 'related to the roots of unity' and often refers to the equation: [1.03] The theorem is that the roots of cyclotomicare: [1.04] Where z and a are complex numbers, l=0,1,2, ... ,n-1, and ??
Answers 7 Comments
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Impressive Informatics conducts classes in .Net Advanced, .Net Training and C++ Language. It is located in Aurangabad, Aurangabad. It takes Regular Classes- at the Institute and Online Classes- via online medium.

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