services as a whole b. Leases of software that include a tangible product (such as property, plant, or equipment), if the software is incidental to the tangible product as a whole or the software and nonsoftware components of the tangible product function together to deliver the tangible product’s essential functionality c. Marketing and promotional activities not unique to software transactions, such as the following: * 1. Insignificant discounts on future purchases that are offered by
Words: 448 - Pages: 2
Solving Proportions Assignment Solving Proportions There are many examples of algebra and Math that are more than just ambiguous elusive concepts. Many Math and Algebraic functions are used by a wide array of people in many different industries. Math is used to do more than write computer codes and by financial professionals. Math is used by many others for a lot of practical applications and purposes. It can even be used by conservationist as we will see in a sample problem we are given to
Words: 585 - Pages: 3
your hardware as opposed to buying? 5. What are some of your favorite things about your current system/least favorite? 6. How important an issue is security in your company? 7. Are there any workstations that would need access to all functions in the system versus workstations that might need limited access? 8. Will the company be maintaining its own website and will it need the ability to let your customers make purchases on-line? 9. What are your basic expectations for your
Words: 299 - Pages: 2
Math 117 Fall 2015 Exam 1 Tactics DATE AND TIME Friday, 02 October 2015 11:00 – 11:50pm 352 Zumberge Hall WHAT TO DO ON TEST DAY • Plan to get to class early! Extra time will not be given to those who show up late. • Also, plan to use the restroom or any other activity before the exam. The exam is only 50 minutes long. Once exam starts, you may not leave the room unless you first turn in your test, and then you may not return. • Regardless of what you may have experienced during your
Words: 1168 - Pages: 5
Linear Functions Unit Plan Part 2 – EDCI 556 – Week 2 Darrell Dunnas Concordia University, Portland Linear Functions Unit Plan Part 2 Mr. Dunnas decides to change the graphing linear equations lesson into a problem-based lesson. This lesson is comprised of three components. Component number one is to write the equation in slope-intercept form (solve for y). Component number two is to find solutions (points) to graph via t-tables and slope-intercept
Words: 2786 - Pages: 12
Lab 4: Edge Detection in Images A. Background Information Edge detection is a common, but very important method for analyzing images. It can be used to help identify objects in a scene or features of an object. It is widely used in biometrics security applications to identify facial features or fingerprints. The example below shows the process of edge detection applied to a picture of a bike next to a brick wall. As can be seen, edge detection easily shows the outline of the bike
Words: 2189 - Pages: 9
#include <stdio.h> //Declare Prototype float getavg(int ageSum, int n); int main() { //Define variable family as number of loops and i as counter int family, i; printf("Enter the number of family members being submitted:"); scanf("%d", &family); //Declare rest of variables to hold the family names,states, ages, the sum of their ages, and the average of their ages char familynames[family][30], familystate[family][30]; int familymemberages[family], sum = 0; float
Words: 313 - Pages: 2
CASE STUDY Problem Statement: The continue operators entering In the Indian telecom market and new connections Objectives: To lessen the churn by focusing on retention of customers. Strengths: 480 million floating customers in the market of 12million subscribers. Weaknesses: Increased penetration in rural areas and less attractive customers are being added, the “Average revenue per user” (ARPU) is decreasing Opportunities: 12-15 million new connection are added every month and increasing
Words: 307 - Pages: 2
is; (Iceland,9.7),Finland,9.6),(New Zealand,9.6),(Denmark,9.5). b. The relation in part (a) is a function because each country corresponds to only one corruption rating. c. A set of four ordered pairs in which corruption ratings for the least corrupt countries correspond to countries; (9.7,Iceland),(9.6,Finland),(9.6,New Zealand),(9.5,Denmark) d. The relation in part (c) is a not a function because 9.6 corresponds to both Finland and New Zealand. Section 8.2 47. a. f(x)=.013(80)+56.46=57
Words: 576 - Pages: 3
Finals: Relations A relation is something that relates one set of values to another set of values. Sometimes the relationship that is specified between sets is meaningful, other times it is not. a relation is represented by a set of ordered pairs If A= {1,2,3}, then a relation R, from A to B might be, for example, R1={(a,2),(a,3),(b,2)}. The first element in each ordered pair comes from set A, and the second element in each ordered pair comes from set B. If we want to describe a relationship
Words: 303 - Pages: 2
