Figure 2 show the printable color gamut of three commercial printers and Table 1 show the gamut volumes of them. Results represent the gamut achievable with the given printer. Therefore the achievable or reproducible color gamut for Konica Minolta CF3102 is significantly larger than two other printers especially in yellow region for paper A as commercially available paper. In the case of the Konica Minolta Bizhub C450 and Konica Minolta bizhub C451, the Konica Minolta bizhub C451 has larger gamut
Investigating the Resistance of a 12 Volt Bulb When the Current Changes Prediction: I predict that as the current increases the temperature of the lamp will also increase; therefore the resistance will also increase. I know this because I have read it in the AQA syllabus. Plan Safety: I need to ensure the safety of myself and others by making sure that the experiment is conducted accurately and safely. - Apparatus should be placed in a safe place and put away safely. - Electrical
Ward Reduction It is a method of elimination of nodes [1]. The Gaussian elimination technique is used to obtain the reduced equivalents for the external networks. One of the basic ideas in Ward-type equivalent circuit representation is to treat the generation and load in the network being reduced as constant-current quantities. Hence, a Ward equivalent will yield an exact representation for the linear problem but only an approximate equivalent for nonlinear applications, like the ac power flow problem
home till late night after school. Later on, the professor grew fond of Root, the housekeeper’s son, despite the fact that he had lost his memory. The novel progresses with the professor, the housekeeper and her son having a great relationship, and living as a happy family. The Housekeeper and the Professor is a story about the relationship between the characters. The story has three character, the professor, the housekeeper, Root, the housekeeper’s son, and the professor’s sister in-law (the wife to
and columns in a square, on a certain sized grid will affect the difference between the product of the top left number and the bottom right number in the square subtracted from the top right number and the bottom left number. Prediction: I predict that when you've got numbers in a square box in a 10 by 10 grid, the difference will always be a square number because the box is shaped as a square. Method: Firstly, I'm going to work out the difference, in a 2 by 2 square in a 10 by 10 grid
Method Take a number whose square root is to be calculated, any positive number. Take a guess at the number’s square root. Calculate the square root by improving on the current guess as indicated: Next guess = (number/ current guess + current guess)/ 2 Repeat this process until the difference between the next guess and the current is within the accepted level of accuracy. The better your guess, the fewer the number of iterations needed to get the square root. A good first guess is typically
actually complicated, it’s just in the name. It’s pretty easy to understand as long as you know the basics. Complex numbers are made up of real and imaginary numbers, in the form of a+bi. Imaginary numbers are in the form of i, where i is equal to the square root of negative one. See, you already have the basics of imaginary and complex numbers, but there is more that can help you as well. Imaginary and complex numbers have shortcuts and other helpful things imbedded in them. Imaginary and complex numbers
The square root of two is irrational. By definition, an irrational number is a number that cannot be expressed as a fraction or ratio. For that reason, irrational numbers, when written as a decimal, will not terminate or continue with a pattern. An indirect proof can be used to justify that radical 2 is irrational. First, assume that is rational. If is rational it can be expressed as a fraction, , where b is not zero and both a and b are whole numbers. Let be in the simplest form such that a
simple equation used today x = +/- ^-1. However, they were seen as useless. By 1572 Rafael Bombeli showed in his dissertation “Algebra,” that roots of negative numbers can be utilized. To solve for certain types of equations such as, the square root of a negative number ( ^-5), a new number needed to be invented. They called this number “i.” The square of “i” is -1. These early mathematicians learned that multiplying positive and negative numbers by “i” a new set of numbers can be formed. These
which one of them is mathematics. They contributed and invented the present arithmetical decimal system and the fundamental operations connected with it such as addition, subtraction, multiplication, division, exponentiation and extraction of the root. There are many scholars had contributed in this field such as Al-Khwarizmi, Al-Kindi, Al-Battani and Al-Biruni. Muhammad Ibn Musa Al-Khwarizmi, as known as the father of algebra. He was born around 780 CE and was one of a great scholar that had contributed
only a compass and a straight edge (although these were not their sole tools, the Greeks in fact had access to a wide variety of tools as they were a fairly modern society). For example, they found means to construct parallel lines, to bisect angles, to construct various polygons, and to construct squares of equal or twice the area of a given polygon. However, three constructions that they failed to achieve with only those two tools were trisecting the angle, doubling the cube, and squaring the circle
1977, pp. 310-311). The period of motion is the amount of time taken to swing back and forth once, measured in seconds and symbolised by T (Kurtus, 2010). Galileo discovered pendulums and he found that the period of motion is proportional to the square root of the length - T∝√l (Morgan, 1995). Due to the research carried out, I have discovered that the correct method of measuring the independent variable (length of the string) is from the fixed point it is hung from (fulcrum) to the center of the
five hundred years ago, a Greek mathematician, Pythagoras, invented the Pythagorean Theorem. The Theorem was related to the length of each side of a right-angled triangle. In a right-angled triangle, the square on the hypotenuse, the side opposite to the right angle, equals to the sum of the squares on the other two sides. (148, Poskitt) To know more about this famous theorem, we can look at the other forms of the Pythagorean Theorem, such as it can also be written as c^2-a^2=b^2 which is for reverse
Heidegger and the Logic of Categorical Syllogisms According to traditional syllogistic logic, which has its roots in Aristotle, there are four types of propositions: the A proposition ("All S are P"), the E proposition ("No S are P"), the I proposition ("Some S are P"), and the O proposition ("Some S are not P"). These propositional types represent all of the possible combinations of the dichotomies of affirmative/negative and universal/particular. Each makes a claim that a certain essent (the
with what type of rectangle gives the best result. A regular square or an irregular oblong? I start by having 4 individual squares. [IMAGE] [IMAGE] [IMAGE] [IMAGE] [IMAGE][IMAGE] Goes to [IMAGE] [IMAGE] Regular square irregular oblong Now look at how many sides are exposed on each shape- å sides of each cube internal1 å sides of each cube internal2 [IMAGE][IMAGE]Ratio for square = ratio for oblong = å sides of each cube exposed1 å sides of
Fibonacci, which is pronounced fib-on-arch-ee. Guglielmo Bonnacio was Leonardo's father. Fibonacci is a nickname, which comes from filius Bonacci, meaning son of Bonacci. However, occasionally Leonardo would us Bigollo as his last name. Bigollo means traveler. I will call him Leonardo Fibonacci, but if anyone who does any research work on him may find the other names listed in older books. Guglielmo Bonaccio, Leonardo's father, was a customs officer in Bugia, which is a Mediterranean trading
inductor in an AC circuit is the current multiplied by the inductive reactance (V˪=IX˪). Once you have found your voltage amplitudes across the circuit, you are able to find the impedance of the circuit. To find the impedance you take the square root of all squares of the resistor plus (the inductive reactance minus capacitance reactance), Z=√R²+(X˪-Xc)². To find the phase angle you take the arctan of the inductive reactance minus the capacitance reactance divided by the resistor, ϕ=arctan(X˪-Xc)/R
transcendental. A short side note, if a set of numbers is said to be closed under an operation then that means if any two numbers within said set are operated on with that operation the result will end with a number in that set. Then there are the integers, gotten by adding closure under subtraction. Next come the rationals, found through further closure under
deviation of a random sample is defined as the square root of the sample variance, which is the mean” (Sarkar & Rashid p.45, 2017). Because the variance is often tough to interpret, the standard deviation is used because it is easier to understand (Walker, 2009). The standard deviation makes it easier to understand by putting the dispersion in the same units as the distribution (Walker, 2009). To find the standard deviation, you would calculate the square root of the variance (Walker, 2009). Calculating
Descriptive statistic is a statistic analysis to describe the characteristic of the respondents (Pallant, 2013). This study employs descriptive statistical analysis which gives value of mean, median and standard deviation of the respondents based on several indicators, such as sex/gender, educational level, position at work and income of the respondents. By using these indicators, the researcher describes the profile of the respondents. Hence, it can give some valuable information about the respondents