Descriptive Techniques: Objective vs. Subjective Styles

Posted by on Mar 26, 2025 in Ancient Sciences and Languages | 0 comments

Types of Description

Objective description is primarily factual, omitting any attention to the writer, especially with regards to the writer’s feelings. Imagine that a robotic camera is observing the subject; such a camera has absolutely no attachment or reaction to what is being observed. For example: The kitchen table is rectangular, seventy-two inches long and thirty inches wide.

Subjective description, on the other hand, includes attention to both the subject described and the writer’s reactions

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Entrepreneurship, E-commerce, Digital Marketing, and Leadership

Posted by on Mar 7, 2025 in Ancient Sciences and Languages | 0 comments

Entrepreneurship

Entrepreneurship is the process of identifying opportunities, organizing resources, and taking risks to create new ventures or bring about innovation and change. It involves the initiation, development, and management of a business venture with the aim of achieving profit and/or societal impact. Entrepreneurship can be classified in various ways:

  • Based on Motivation:
    • Opportunity-based Entrepreneurship: Driven by the identification of new opportunities or unmet needs in the market.
    • Necessity-
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Learning Styles, Strategies, and Age in Second Language Acquisition

Posted by on Feb 16, 2025 in Ancient Sciences and Languages | 0 comments

Learning Styles and Strategies in Second Language Acquisition

Personality Factors in Second Language (L2) Differences (how people perceive information):

  1. Process: Common among humans (association); aptitude (Gardner’s Theory) [the ability in the nine intelligences].
  2. Styles: Consistent individual preferences; characteristics of intellectual functioning; personality type (visual, tolerant of ambiguity, reflective).
  3. Strategy: Mode of operation for achieving goals; planned design for controlling certain
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Stability of Equilibrium and Buckling Analysis of Struts and Columns

Posted by on Jan 22, 2025 in Ancient Sciences and Languages | 0 comments

Stability of Equilibrium and Buckling Analysis

Z

Ch.7 notes – Stability of Equilibrium – Consider a slight displacement from the equilibrium position of a rigid weightless bar. The equation -(kLsinΘ)(LcosΘ)-P(LsinΘ)=0 simplifies to P=kLcosΘ or P=kL. Three cases are considered:

  1. If P < kL, the bar force restores the position.
  2. If P = kL, the spring force cannot restore the position, and Pc=kL is the critical load.
  3. When P > Pc, the bar collapses.

Consider an imperfect system: kL(sinΘ-sinΘ0)(LcosΘ)

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