• Q : Number of relations that are reflexive and contain....
    Mathematics :

    We are looking for number of relations that are reflexive and contain (x,y) and number of relations that are symmetric and contain (x,y), where the relations are defined on A = {w, x, y, z}. Note I

  • Q : Extended euclidean algorithm....
    Mathematics :

    Employ the Extended Euclidean algorithm to find an inverse of 55 modulo 144. (answer between 1 and 143) Modify the result from the first part of this problem to compute an inverse of 144 modulo 55. (

  • Q : Find the indicated probability....
    Mathematics :

    Assume the poison distribution applies. Use the given mean to find the indicated probability. Find P(6) when u or mean= 8

  • Q : Explain the insertion sort algorithm....
    Mathematics :

    Explain the Insertion Sort algorithm. What is the best case theoretical runtime growth for Insertion Sort, using the "O" notation?

  • Q : Determine the length of the rectangle....
    Mathematics :

    The length of the rectangle is 2 cm more than twice its width. If the perimeter of rectangle is 28 cm, determine the length of the rectangle.

  • Q : Wholesale price of the cd....
    Mathematics :

    A musician is planning to market the CD. The fixed costs are $ 570 and variable costs are $6 per CD. The wholesale price of the CD will be $9. for the artist to make a profit, revenues must be grea

  • Q : Prime number of the form....
    Mathematics :

    A Mersenne prime (named for Marin Mersenne, a seventeenth-century French mathematician) is a prime number of the form 2^n - 1. For what values of n less than or equal to 13 is 2^n -1 a prime number

  • Q : Produce two stacks of coins with same number....
    Mathematics :

    Your job is to produce two stacks of coins with same number of heads up in each stack. You don't know how many coins there are in the original stack (but it's more than 17).

  • Q : Find out the color of the last ball in the urn....
    Mathematics :

    Find out the color of the last ball in the urn (and must the time be reached at which the urn has just one ball left)? Obviously you need justification for your claims.

  • Q : Determine an equation for a line....
    Mathematics :

    Determine an equation for a line in the form ax+by=c, where a,b, & c are integers with no factor common to all and a>0.

  • Q : Example of gain contingency....
    Mathematics :

    What is a gain contingency and an example of gain contingency? What is the accounting treatment for gain contingencies? Please discuss the rationale for this approach.

  • Q : Bargain purchase option....
    Mathematics :

    The lease payments are made annually, beginning at the signing date. Title doesn't transfer to us, so the equipment will be returned to the lessor on December 31, 2020. There is no bargain purchase

  • Q : Find a sequence....
    Mathematics :

    Determine a sequence {Xn} such that for any y contained in the Real Numbers, there exist a subsequences {Xni} converging to y.

  • Q : Maximum mark of each suject....
    Mathematics :

    John Scored 110 marks in English, 135 in Physics, 140 in maths, 120 in chemistry and 115 in Biology. The maximum mark of each suject is 150. How much percentage John get in exam?

  • Q : Ages of moses and michel....
    Mathematics :

    4 years ago the ratio between the ages of moses and michel was 5:3. The ratio beteewn their present age is 11:7 . What will be michel's age 3 years hence?

  • Q : Receive at least one balloon....
    Mathematics :

    If 9 red balloons, 6 blue balloons and 12 yellow balloons are to be distributed between 4 children, how many distributions are possible if every child should receive at least one balloon of each co

  • Q : Compute the order of the following groups....
    Mathematics :

    Describe that the subset H={1, -1} of Z is a group under multiplication. Compute the order of the following groups a) Z27 b) D6

  • Q : Markov chain with state space....
    Mathematics :

    Suggest the Markov Chain with state space S={0,1,2,...} and transition probabilities p(x,x+1)=2/3; p(x,0)=1/3 Show that the chain is positive recurrent and give the limiting probability pi.

  • Q : Springstenn extends net....
    Mathematics :

    Merchandise was bought from Springsteen, Incorporated (26600) with the list price of 21,250 and a trade discount of 25% offered by seller. The invoice number is S9560, and Springstenn extends net 3

  • Q : Bonds make semiannual payments....
    Mathematics :

    Ninja Co. issued 10-year bonds a year ago at the coupon rate of 8.8 percent. The bonds make semiannual payments. If the YTM on these bonds is 7.1 percent, what is the current bond price?

  • Q : Correct reduce in fuel efficiency....
    Mathematics :

    Find out why this is the correct reduce in fuel efficiency as you raise your speed from 50 MPH to 80 MPH.

  • Q : Pay commission charges for purchasing....
    Mathematics :

    Assume -your short-sell $100 shares of stock at $ 30 with the commission charge of 0.3%. Assume you pay commission charges for purchasing the security to cover short-sale, how much profit you made

  • Q : Question regarding brokerage commission....
    Mathematics :

    A stock has bid price of $30 and ask price of $30.25. Suppose there is a $10 brokerage commission. Determine the bid-ask spread?

  • Q : Solution space of the system....
    Mathematics :

    Find out whether the solution space of the system Ax =0 is a linethrough the origin, a plane through the origin, or the the originonly for the given matrix?

  • Q : System of linear algebraic equations....
    Mathematics :

    We have a system of linear algebraic equations (Ax = b), using a Gaussian elimination method, it takes 1000 hr (41 days and 16 hours) for a computer to solve that problem.

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