Question 1

ABC Corp. began operations during November 2016 and sells imported furniture on a retail basis. In December 2016, it sold furniture of $250,000, of which $100,000 was on credit. The cost of furniture that was sold by ABC was $200,000 and this was delivered by the supplier during December. However, the supplier has granted credit terms, according to which ABC paid $50,000 in December 2016 and it is obligated to pay remaining amount in January 2017. In addition to the purchase and sale of furniture in December, ABC paid $10,000 in cash for salaries. Further, ABC incurred utility expense of $15,000 and advertisement cost of $25,000 in December, which will be paid in January, 2017. In December, creditors were paid $50,000 for the furniture purchased and sold in November 2016 (show all your workings).

1. How much was ABC’s net cash flow for December 2016?                         [1 Mark]
2. How much was ABC’s net profit for December 2016?                                          [1 Mark]

   Question 1

   ABC Corp. began operations during November 2016 and sells imported furniture on a retail basis. In December 2016, it sold furniture of $250,000, of which $100,000 was on credit. The cost of furniture that was sold by ABC was $200,000 and this was delivered by the supplier during December. However, the supplier has granted credit terms, according to which ABC paid $50,000 in December 2016 and it is obligated to pay remaining amount in January 2017. In addition to the purchase and sale of furniture in December, ABC paid $10,000 in cash for salaries. Further, ABC incurred utility expense of $15,000 and advertisement cost of $25,000 in December, which will be paid in January, 2017. In December, creditors were paid $50,000 for the furniture purchased and sold in November 2016 (show all your workings).

3. How much was ABC’s net cash flow for December 2016?                         [1 Mark]
4. How much was ABC’s net profit for December 2016?                                          [1 Mark]

On April 23, 2016 Artimis Co. paid its annual property tax bill. Artimis Co. fiscal year is also the calendar year. The annual bill is $840,000.

How much property tax expense should be reported in Artimis Co.'s income statement for the quarter ending March 31, 2016.

Prepare the journal entry to record Artimis Inc.'s property tax expense for the first quarter ending March 31, 2016.

Prepare the journal entry for April 23, 2016 for the payment of property taxes and proper recording of property tax expenses for the quarter ending June 30th or any prepaid property taxes as of the endof April 2016 .

Prepare the journal entry for quarter ending September 30, 2016 for the recording of property taxes expenses for the quarter.

Prepare the journal entry for quarter ending December 31, 2016 for the recording of property taxes expenses for the quarter.

Ayayai Inc. has two temporary differences at the end of 2016. The first difference stems from installment sales, and the second one results from the accrual of a loss contingency. Ayayai’s accounting department has developed a schedule of future taxable and deductible amounts related to these temporary differences as follows.

As of the beginning of 2016, the enacted tax rate is 34% for 2016 and 2017, and 38% for 2018–2021.

At the beginning of 2016, the company had no deferred income taxes on its balance sheet. Taxable income for 2016 is $452,000. Taxable income is expected in all future years.

Prepare the journal entry to record income tax expense, deferred income taxes, and income taxes payable for 2016.

Indicate how deferred income taxes would be classified on the balance sheet at the end of 2016.

• Given the pseudocode for Binary Search Algorithm as below:

BinarySearch(A, p, r, V)

   if p < r

q = (p + r)/2

if V = A[q]

return q

else if V > A[q]

return BinarySearch(A, q+1, r, V)

   else return BinarySearch(A, p, q-1)

else if p = r,

   if V = A[p]

   return p

else

return -1

   return -1

end function

Using this pseudocode, write a function for BinarySearch and also complete the program, by writing a main, which will supply the array A (you may like to use the same main as the other programming exercise you have done so far), and also get an user input for V (which should have same data type as the array itself).

Call the function BinarySearch by sending the array, and 1 for p, N for r and V, store the value in a variable x, which stores the position number of the searched key V.

Then check if x is -1, then display data is not found, otherwise display the value of x, by using a suitable title, saying Data V is found in location x (value of x should be displayed).

Must compile, run and copy and paste the program underneath this word document.

2. a) Construct a Binary Search Tree using the following data:

54 37 17 28 44 71 64 60

b) Illustrate how will you search for 30 from the above tree and how many searches will be needed.

c) Illustrate how you will delete the root from the above tree, redraw the tree after deletion.

d) Add a new data after conducting operation c, say the new value = 50

(Do not start from scratch, show this operation by adding onto existing Tree).

e) Write down the pre-order, post-order and in-order traversal.

public class Graph
{
   private ST<String, SET<String>> st;

   public Graph()
   {  st = new ST<String, SET<String>>();  }

   public void addEdge(String v, String w)
   {  // Put v in w's SET and w in v's SET.
      if (!st.contains(v)) st.put(v, new SET<String>());
      if (!st.contains(w)) st.put(w, new SET<String>());
      st.get(v).add(w);
      st.get(w).add(v);
   }

   public Iterable<String> adjacentTo(String v)
   {  return st.get(v);  }

   public Iterable<String> vertices()
   {  return st.keys();  }

   // See Exercises 4.5.1-4 for V(), E(), degree(),
   // hasVertex(), and hasEdge().

   public static void main(String[] args)
   {  // Read edges from standard input; print resulting graph.
      Graph G = new Graph();
      while (!StdIn.isEmpty())
         G.addEdge(StdIn.readString(), StdIn.readString());
      StdOut.print(G);
   }
}

2. Modify the “Graph” program given in the textbook (program 4.5.1) to create a program, “SubGraph”. It would take a filename and vertices as input arguments on the command line. It would create and print out a graph using the data specified in the file (as is done by the "Graph" program). And then it would also print out the subgraph of the graph formed by the vertices that are given on the command line. [MO7.2]

Note: The induced subgraph is the graph comprised of the specified vertices together with all edges from the original graph that connect any two of them.

• The input and output of the program should be similar to, or as specified by, the following sample run.

>more graph.txt
A B
A C
C G
A G
H A
B C
B H

>java SubGraph graph.txt A C G
The graph is
A: B C G H
B: A C H
C: A B G
G: A C
H: A B
The subgraph is
A: C G
C: A G
G: A C

Outline an experiment you could use to test a hypothesis about yeast reproduction. Include and identify the following 6 key elements of your experiment:

1) the experimental versus control group

2) the dependent variable

3) the independent variable

4) the standardized variables

5) adequate replication/sample size

A binomial probability experiment is conducted with the given parameters. Compute the probability of x successes in the n independent trials of the experiment. n equals 9 ​, p equals 0.9 ​, x less than or equals 3

Please show each step fully so I actually understand how to do this in the future.

How do you Use and interpret one-way analysis of variance (ANOVA)? Please provide example(s)

in a research setting, i just want to have an overview on what a one way analysis of variance is and how it is applied in an experiment. eg how do i know to use anova in an experiment?

In a detailed paragraph, starting with normal and cancer intact cells as well as the preparation of the DNA microarray chip, explain in detail how the typical DNA microarray experiment will be performed in order to identify differentially expressed genes. What are the types of probes that can be used for this experiment, and how are they different? Explain how the data will be interpreted.