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**Mathematical** Modeling al Affiliation) Introduction The paper applies the second-order differential equations in variousreal life situations. Most of the questions involve the masses that bounce up and down at the spring’s end. The questions apply the accurate descriptions of the motion under various motions of situations. The work also introduces a lot of results and notions that are equally applicable in things that oscillate and vibrate in similar manner. For instance, the current analysis in fundamental circuit is analogous to analysis involving the spring’s mass. Discussion Diagram representing the (MSD) System Source: "Mass-Spring-Damper." File:Mass-Spring-Damper (2 body system).svg. N.p., n.d. Web. 28 Nov. 2013.

4 Pages(1000 words)Math Problem

...Anuja Chandramouli 15 May 2006 **Mathematical** Cognition and **Mathematical** Learning Difficulties INTRODUCTION **Mathematical** Disabilities (MD) in children is a serious cause for concern. Unfortunately studies in this area have been largely neglected as researchers have focused their attention and resources mainly on Learning Disabilities. However, "Despite the lack of systematic research in the MD area, extant cognitive and neuropsychological studies of **mathematical** achievement and **mathematical** disorder provide valuable insights into the specific deficits that might underlie **mathematical** disabilities." (Geary 1993, 345) The aim of this research...

3 Pages(750 words)Essay

...How might you create an ethos to encourage **mathematical** thinking **Mathematics** is usually regarded as the curriculum of the correct and appropriate answer. The most important question is how can one reinforce credence and assessment in the student that he is on the conventional path while working on a specific problem and the student is meliorate his **mathematical** problem-solving and communication qualities. Discourse is an impulsive tool that helps the students to take delegation of their **mathematical** learning. The teacher's role is broadly described as facilitator to incorporate listening vigilantly to students, designing felicitous questions, and arbitrate competing...

4 Pages(1000 words)Essay

...Chem 115 Module 3 The strength of the acid depends on the Ka values of the acid. Acids with more stable conjugate bases have higher strength. So the order of the acidic strength would be H2SO4 > HClO3 > HClO2 > H2S > H2O
2. A Bronsted base is the substance that has the ability to accept protons. Here PF5 does not have the ability to accept proton or protons. Therefore PF5 is not a Bronsted base.
3. Considering the equation:
HA H+ + A- and applying the acidic equilibrium equation:
Ka=x20.02-x=3.0*10-8
On solving we get [H+] = x = 2.4x10-5
We know; pH = -log [H+] = -log (2.4x10-5) = 4.61
4. The value of the equilibrium constant is only dependent on the temperature of the reaction. Whereas the concentration of the reactants... 115 Module 3 The...

4 Pages(1000 words)Scholarship Essay

...Part 2 Questionnaire Analysis A study has been conducted to determine the opinions of travel agents on promoting responsible tourist behaviour to their clients. Responsible tourist behaviour was defined as acting in manner that was beneficial to the local economy, the local culture and the natural environment. 200 questionnaires were sent out to travel agents, out of which 75 were independent travel agents, and 125 were multiple travel agents.
Figure 1. Types of Travel Agents
Profile of Respondents
Figure 2. Respondents Summary
36 percent of independent travel agents responded. 9.6 percent of multiple travel agents responded. Overall response among both types of travel agents was 19.5 percent.
39 questionnaires were returned. 27...

6 Pages(1500 words)Essay

...Introduction
**Mathematical** logics can be defined as the application **mathematical** formulas and techniques to solve logical problems. In the modern times, **mathematical** logic includes model theory, set theory, re-cursion theory and proof theory (Lavrov and Maksimova 170). Modal logics may have been used since time immemorial, especially by philosophers. In the modern times I believe that the most important Change in **mathematical** logic has been the development of many other kinds of logics which have supplemented the standard or classical one used in **Mathematics**. **Mathematical** logics help to bring formality in facts. It does not only promote proper reasoning but it also enhances a proper use of common sense (Lavrov and Maksimova 170... ...

2 Pages(500 words)Essay

... Questions Section Question At a value of x, the first derivative equals 0 and the second derivative is positive. At this point the function has reached
1.
a local minimum
a local maximum
a global minimum
a global maximum
Question 2
A function has an x squared term, an x term, and a constant. The function has a single local/global maximum. The coefficient on the x squared term is
1.
positive
zero
negative
unknown from this information
Question 3
A function has two critical values. It is possible that both of these provide relative minima.
True
False
Question 4
Let x be the number of units produced. The company wants to know how many units to make in order to maximize profit. Remember that Profit = Revenue... Questions ...

4 Pages(1000 words)Assignment