Problem1)

What is the number of ways to color n objects with 3 colors if every color must be used at least once?

problem2)

prove that for any three sets A,B,C ;

((AB) U (BA))^ C = ((A^C) U (B^C)) (A^B^C) ^ means intersection

Accounting profits in making capital-budgeting decisions : Why do we focus on cash flows rather than accounting profits in making our capital-budgeting decisions? Why are we only interested in incremental cash flows rather than total cash flows? As a financial manager, explain why these concepts are impor.. |

List the sample points for the experiment : Patients arriving at a hospital outpatient clinic can select one of three stations for service. Suppose that physicians are assigned randomly to the stations and that the patients therefore have no station preference. Three patients arrive at the .. |

Determine the equivalence of ratios and solve proportions : Developing proportional thinking by having students compare and determine the equivalence of ratios and solve proportions through problem-based contexts rather than based on formulas |

Find the probability that both are defective : A boxcar contains six complex electronic systems. Two of the six are to be randomly selected for thorough testing and then classified as defective or not defective. If two of the six systems are actually defective, find the probability that at le.. |

What is the number of ways to color n objects with 3 colors : What is the number of ways to color n objects with 3 colors if every color must be used at least once? |

How many different flight arrangements can the airline offer : An airline has six flights from New York to California and seven flights from California to Hawaii per day. If the flights are to be made on separate days, how many different flight arrangements can the airline offer from New York to Hawaii? |

What would you say was deans main argument : What would you say was Dean's main argument? Support your reasoning with examples - what cultural codes does Dean see as present both in Here Comes Honey Boo Boo and in the ensuing criticism of it? |

How many different itineraries are possible : A businesswoman in Philadelphia is preparing an itinerary for a visit to six major cities. The distance traveled, and hence the cost of the trip, will depend on the order in which she plans her route. How many different itineraries (and trip costs).. |

How many different dinners are available : An upscale restaurant offers a special fixe prix menu in which, for a fixed dinner cost, a diner can select from four appetizers, three salads, four entrees, and five desserts. How many different dinners are available if a dinner consists of one .. |

## Difference between function and relationExplain the difference between a function and a relation. Consider the equation x 2 + y 2 = 5 and explain why you believe it's a function or not? Give at least two reasons to support your answer. |

## What is the slope of the line perpendicular to the lineWhat is the slope of the line perpendicular to the line y = 2x - 5? Find the inverse of the function, f -1(x), if it exists. |

## How many assignments are possibleIf 3 sets of identical twins are to be assigned to these 6 beds so that each set of twins sleeps in different beds in the same room, how many assignments are possible? |

## Steps for solving quadratic equationsExplain the four steps for solving quadratic equations? Can any of the steps be eliminated? Can any of the steps be changed? Would you add any steps to make it easier, or to make it easier to understand? |

## The demand for a certain productThe demand for a certain product is given by p = 28 - 0.01x,where x is the number of units sold per month and p is the price, in dollars, at which each item is sold. The monthly revenue is given by R = xp. |

## Prove that the union of all intervals in f equals gBy using the fact that the set of all rational numbers is countable, and subsets of countable sets are at most countable, prove that every collection of non-empty disjoint open intervals in R is a collection of at most countably many intervals. |

## Determining equation for timeCystal drove 110 miles at y miles per hour. She then increased her speed by 3 miles per hour and drove an additional 150 miles. Using the equation D=RT, |

## Which graphs correctly describes the system and its solutionJanet invested $27,000, part at 15% and part at 9%. If the total interest at the end of the year is $3,390, how much did she invest at 15%? |

## Demonstrating how to simplify expressionsI will be going over and demonstrating how to simplify expressions, what that means and why it is done. Understanding the properties of real numbers is a great place to start when simplifying an expression. |

## Service plans for long distance callsCustomers of a phone company can choose between two service plans for long distance calls. The first plan has a $30 one time activation fee and charges 8 cents a minute. |

## Properties of continuous functionsShow that a polynomial function is continuous at every point of R. Show that a rational function (a quotient of two polynomial functions) at every point where it is defined. |

Get guaranteed satisfaction & time on delivery in every assignment order you paid with us! We ensure premium quality solution document along with free turntin report!

All rights reserved! Copyrights ©2019-2020 ExpertsMind IT Educational Pvt Ltd