## CHECK THESE SAMPLES OF Calculus for Business Economics

...?**Business** **Economics** Q1 Discuss the reasons for the problems encountered in the market for housing over recent years. Analyze and evaluate the measures taken by both the industry and the government of a country of your choice to counter these problems, using specific examples to illustrate your arguments wherever possible. Introduction The very recent outburst of the housing price bubble in the most advanced and developed economies of the world has raised in serious concerns about the management of the macroeconomic tools, measures to combat the inflationary pressures especially by the public authorities, as that led to a financial crisis, and the consequences of the financial crisis had to be faced by the...

12 Pages(3000 words)Essay

...The **Calculus** In its existence and approach, **Calculus** attempts to explore the grounds for the undefined nature of a function and designates a sensible understanding about up to which extent it would exist considering assumptions or applicable conditions. As in the rest of the significant fields in Mathematics, **Calculus** intellectuals had professed to work with a base knowledge of other math areas such as algebra and trigonometry to lay foundations and build on definitions, postulates, and theorems in conveying the purpose of the course and attain to its end thereafter. During elementary level of math education, one merely learns that divisibility by zero is not in any way valid or possible...

2 Pages(500 words)Essay

...? **Business** **Economics** Percentage Unemployment Rate (UK, the EU & the USA) Source: Office of National Statistics (2013) Unemployment is termed as the lack of occupation that leads to self sustainability in an **economic** perspective. According to Koos and Granata 2008, unemployment is one of the world’s most difficult agenda as it seeks to deter **economic** growth of a specific country or state and the entire world. Of importance to note is that, countries with a high level of unemployment have the worst **economic** growth while those that have a low rate of unemployment experience better **economic** growth (Lange 1998). As such, it is argued that, unemployment is directly related to **economic** growth of any given state or country. Consequently... that,...

6 Pages(1500 words)Essay

...Vectors and the Geometry of Space Q1. A scalar quantity is fully described or specified using its magnitude or value. For example one has to specify mass of a ball; then saying 2 kg would suffice. Similarly, distance traveled by a person in his morning walk will be a few kilometers. It is not at all required whether he went towards North – East and then took a left turn and then right turn at 60o and so; not none of this is required. In fact no directional information or any reference to any co-ordinate system is required while specifying a scalar quantity. Therefore, it is only natural that value of a scalar quantity is independent of the choice of the coordinate system.
Q2. A scalar quantity can be either negative or zero... and the...

4 Pages(1000 words)Lab Report

...Pre-**Calculus** Opposite (5) hypotenuse 89) Adjacent (8) X = Arctan =(opposite/adjacent) = 5/8, but cotx = 1/tanx
So cot(actan) =8/5
X = arcsin (opposite/hypotenuse) =(-√2/2), but secx = 1/sinx, hence sec(arcsin -√2/2) = -2/√2
2.
The value of the following without using calculator,
a. tan-1(-√3/3).
Let x = tan-1(-√3/3) = tan-1(-√3/3)x√3, hence tanx =-1/√3-3, tan2x=1/3√3, but 1+tan2x=sec2x, thus sec2x=1+1/3 =4/3, secx=1/cosx=2/(√3-3√3), but cos√3+ or -√3-3/2, which can be written as cosx = (√3-3)/2√3, hence x=π/6. From the quadrant, cosine is negative only on 2nd and 3rd , so the solution for will be in quadrants where tan is negative 2rd and 4th, so solutions are 11 π/6 and 5 π/6.
b. cos-1(1), from the quadrant the...

1 Pages(250 words)Speech or Presentation

...**Business** **Economics** i Solution to Question One Unlike prices of other fuels, the prices of gasoline keep fluctuating. This is normally due to the changes in supply of crude oil. World events and domestic issues in oil-producing countries are normally the major causes of disruption in the supply of crude oil. Seasonality is also another cause of the fluctuation. In seasons like summer, when people tend to drive more, the prices of gasoline tend to rise due to the high demand (Stone, 2008). In winter, it is vice versa.
Product supply and demand imbalances also cause the prices of gasoline to fluctuate. This is so because at times demand rises unexpectedly or supply declines suddenly due to production...

3 Pages(750 words)Speech or Presentation

...Pre **Calculus** Part 1. The Product Rule Solutions The derivative of f(x) = g(x) h(x) is given by f (x) = g(x)h (x) + h(x) g (x) (Larson, 2012).
a. f(X) = (7X + X-1)*(3X + X2)
Let g(x) = (7X + X-1) and h(X) = (3X + X2)
Therefore, f (X) = (7X + X-1) (3 + 2X) + (3X + X2) (7 -X-2) =
21x + 14x2 + 3x-1 + 2 + 21x – 3x -2 + 7x2 – 1
f (X) = 42x + 21x2 +3x-1 -3x -2 +1
b. . f(X) = (X0.5)*(5-X)
Let g(x) = (X0.5) and h(x) = (5-x)
f (x) = (x1/2) (1) + (5-x) (1/2x -1/2)
f (x) = x1/2 + 2.5x -1/2 – x3/2
c. f(X) = (X3 + X4)*(50 + X2)
Let g(x) = (X3 + X4) and h(x) = (50+x2)
Therefore, f (X) = (X3 + X4) (2x) + (50 + x2) (3x2 + 4x3) =
2x4 + 2x5 + 150x2 + 200x3 + 3x4 +4x5
f (X) = 5 x4 + 6 x5 + 150x2 + 200x3
2. Use the Chain Rule to find...

2 Pages(500 words)Assignment

...of all the 250 houses.
On the other hand, differentiation has also been used to perform various **business** activities in the contemporary society for example it has been widely used to calculate the maximum sizes of packaging materials with a few known dimensions while missing other important dimensions. A real example of the application of differentiation has been evident i.e. in a scenario where a sales person wants to determine the maximum size of a packaging box with a known length= x and known width= y, but without a known height. This can be arrived at as:
Volume= length. Width. Height also expressed as;
V= l.w.h also;
V (h)= (l-h). (w-h). h
Bibliography
Thompson, H. E.2011. Applications of...

2 Pages(500 words)Research Paper

...**Calculus** ID **Calculus** Functions can be expressed as implicit or explicit based on the arrangement of the dependent and independent variables. For a function to be termed as explicit, it is usually given in terms of the independent variables. For instance, say a function y = f(x). It can be seen explicitly that y is the dependent variable and x variable is the independent variable. This means that y is the subject of the formula. The value of y is dependent on the values of x. On the other hand, implicit functions are usually expressed as the dependent and independent variable. For instance, a function y +3x +2 = 0 is expressed with both dependent and independent variables. Although implicit functions can...

3 Pages(750 words)Assignment

...Introduction The birth of **Calculus**, in the 17th Century, is attributed to Sir Isaac Newton and Gottfried Wilheim von Leibniz. Even though they are the primary founding fathers of **Calculus**, they developed it independently and perceived the fundamental concepts in contrasting manners. For instance, Newton perceived the applications of **Calculus** as being geometrical and having a strong link to the physical world. He even used **Calculus** to try to explain how planets orbit around the sun. On the other hand, according to Leibniz, **Calculus** entailed analyzing the changes in graphs (Simmons 67).
Newton-Leibnitz Controversy
Their professional backgrounds played a...

2 Pages(500 words)Coursework