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calculate density because the slope of the data and the actual slope were close in value. When looking at the slope of the graph with the points, they were all relatively close. Three of the five point were even on the slope line. The formula of (y2-y1/x2-x1) allowed the finding of the slope of the line graphed and it also allowed the comparison to the actual slope of silver. This allowed the calculation of the percent error and also to see how effective slope determination really is. The slope of silver

The zeros of p are the solutions to x2 +1 = 0, or x2 = -1. The imaginary unit “i” satisfies the two following properties. Establishing that “i” does act as a square root2 of -1, and property 2 establishes what we mean by the `principal square root' of a negative real number. After reading the

Two community plan update workshops were held for the Encino-Tarzana Community Plan Area during the month of July. The Encino Community Plan Update workshop was held on Wednesday, July 12, 2017, at the Encino Community Center Women’s Club Room, located at 4935 Balboa Boulevard in Encino. There were approximately 88 community stakeholders in attendance, and 22 City of Los Angeles planners participating as facilitators, note-takers, and greeters at the workshop. The Tarzana Community Plan Update workshop

ACCT 601– Managerial Accounting Investigating Cost Drivers Part A – Instructions The object of this exercise to gain a better understanding of overhead costs through the use of regression analysis. In particular, you will investigate which service department activities appear to drive or cause departmental overhead. The data you will use is from a proprietary database which contains detailed departmental (i.e. USED, NEW CAR, SERVICE, BODY SHOP) financial information for approximately 250

A1= ? A1= ? Given: A1=163cm2 9cm Required: A =? Solution: A=b2 sin θ 323= x23 A1A2=X1X22 163 = X2 sin 60° x2=32 163A2= 4292 A = 70.15cm2 163= X232 x=42 A2=81(163)32 2(163) = x23 #23. A quadrilateral

] = From equation (3), an =1/π = 1/π Using Integration by parts, = 1/π [x2 - ] = 1/π [x2 - 2 {x ( - = 1/π[ x2 + 2x ( - 2 ] Taking the limits, = 1/π [ 2 -(- 2) + 2π - 2(-π) -2 + 2 = 1/π [- 2 + 2π + 2π( - 2 ] = 1/π [2π + 2π ] [Using Sinnπ= 0 & Cos n = 〖(-1)〗^n] = 1/π [4π ] = 4 From equation (4), bn= 1/π bn= By solving, bn= 0 Therefore, Fourier Series is :- f(x) = a0 + x2= + ∑_(n=1)^ ▒ Question Find the Fourier Series for f(x) if:- f(x) = in (0

What proportion of a normal distribution is located in the tail beyond z = +2.00? 0.0228 What proportion of a normal distribution is located between the mean and z = 1.40? 0.4192 The Z-score corresponding to the 52nd percentile is .05 A normally distributed variable has a mean of 10 and a standard deviation of 2. The probability that a value between 7 and 9 is obtained is .2417 An accelerated life test on a large number of type-D alkaline batteries revealed that the mean life for a particular use

Scala is a modern, multi-paradigm language designed to express common programming patterns in a concise, elegant, and type-safe manner. It carefully integrates object-oriented and functional programing principles. A more detailed explanation of Scala’s object-oriented features can be found in the “Object-Oriented Features” below. A brief discussion of Scala’s hybrid functional features can be found in the subsection “Hybrid Features of Scala” below. Object-Oriented Features Encapsulation Scala does

CPR (MATH13- B10) Members: C06 Wrenbria Ngo C07 Julie – Ann Parañal C08 Dani Patalinghog C09 Marino Penuliar C10 Michael Sadsad CPR (MATH13- B10) Members: C06 Wrenbria Ngo C07 Julie – Ann Parañal C08 Dani Patalinghog C09 Marino Penuliar C10 Michael Sadsad

Usually, translation involves only moving the graph around. To get started, let'sconsider one of the simpler types of functions that you have graphed; namely, quadratic functions and their associated parabolas. If you have been doing your graphing by hand, you have probably started noticing some relationships betweenthe equations and the graphs. This is always true: To move a function up, you add outside the function: f b are f moved up b units. Moving the function down works the same way; f -b is