gtu sem 3 - effective technical communication (ETC) paper winter 2022 / download

etc / effective technican communication (3130004)

exam paper winter 2022

gtu , gujrat technological communication exam paper and solution.

long press on image and download .

Unit-1: Dynamics of Communication

Definition and process, Kinesics, Proxemics, Paralinguistic features, Importance of Interpersonal and Intercultural Communication in today’s organizations

Unit-2: Technical Writing

Report writing, Technical proposal, Technical description, Business letters(sales, order, complaint, adjustment, inquiry, recommendation, appreciation, apology, acknowledgement, cover letter), Agenda of meeting, Minutes of meeting, Resume writing

Unit-3: Technical Communication

Public speaking, Group discussion, Presentation strategies, Interview skills, Negotiation skills, Critical and Creative thinking in communication

Unit-4: Ethics in Engineering

Scope of engineering ethics, Accepting and sharing responsibility, Responsible professionals and ethical corporations,Resolving ethical dilemmas, Making moral choices

Unit-5: Etiquettes

Telephone etiquettes, Etiquettes for foreign business trips, Visits of foreign counterparts, Etiquettes for small talks, Respecting privacy, Learning to say NO, Time management

Unit-6: Self-development and Assessment

Change, Grow, Persist, Prioritize, Read, Learn, Listen, Record, Remember, Asses, Think, Communicate, Relate, Dream

Course Outcome

Define and discuss dynamics of Verbal and Non Verbal aspects of communication
Write various formal documents of technical and professional communication
Communicate in diverse formal situations taking place in organizations
Illustrate and examine the knowledge of ethical aspects of engineering
Demonstrate and explain social and professional etiquettes
Plan self-development and practice self-assessment

Comments

Gtu sem 5th python programming ( 3151108 ) question paper download

Python programming (3151108)exam questions paper summer 2022. Gtu python programming paper download. plication (MCA) , PDDC , Diploma Of pharmacy (D.pharm) , Diploma engineering. While you searched for download GTU B.E. CIVIL SEM 5 3151108 Python Programming gtupaper.in past exam papers.You might have gone to other sites on the internet along with the official gtu site i.e. gtu.ac.in but you must be confused there with your download GTU B.E. CIVIL SEM 5 3151108 Python Programming gtupaper.in past exam papers. AS you dont know the subject code of GTU B.E. CIVIL SEM 5 3151108 Python Programming gtupaper.in .That`s what we were filling lack of. So we created sudybudyy.in Hey students, simply long press on image to download , you get download image option. Here, on gtupaper.in You don`t need to remember your GTU B.E. CIVIL SEM 5 3151108 Python Programming gtupaper.in subject code.You just select your branch from be , bpharm , mba , mca , dpharm , mpharm , pddc , me and diploma...

what is Integration in maths

Integration in Mathematics Integration is a fundamental concept in calculus that represents the accumulation of quantities. It is the reverse process of differentiation and is used to find areas, volumes, central points, and many other useful things. 1. Why is Integration Important? Finds Area under curves. Calculates Volume in 3D spaces. Solves Differential Equations in physics and engineering. Used in Probability & Statistics for continuous distributions. 2. Types of Integration 1️⃣ Indefinite Integral (Without Limits) Represents the antiderivative of a function. Formula: ∫ f ( x ) d x = F ( x ) + C \int f(x) dx = F(x) + C where C C is the constant of integration. Example: ∫ x 2 d x = x 3 3 + C \int x^2 dx = \frac{x^3}{3} + C 2️⃣ Definite Integral (With Limits) Computes a numerical value over an interval [ a , b ] [a, b] . Formula: ∫ a b f ( x ) d x = F ( b ) − F ( a ) \int_{a}^{b} f(x) dx = F(b) - F(a) Example: ∫ 0 3 x 2 d x = [ x 3 3 ...

What is unit vector :- explain unit vector

Electromagnetic fields Unit vector- A unit vector has a function to indicate the direction. Its magnitude is always unity, irrespective of the direction which it indicates and the co-ordinate system under consideration. Thus for any vector, to indicate its direction a unit vector can be used. Consider a unit vector āoA in the direction of OA as shown in o the Fig. This vector indicates the direction of OA but its magnitude is unity. Fig Unit vector aOA So vector OA can be represented completely as its magnitude R and the direction indicated by unit vector along its direction. ŌĀ = |OA| āOA =R āOA āOA=1

Study

Search This Blog