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For the following transactions, analyze the accounting transactions using the accounting equation framework
1. Introduced Rs500000 through a cheque by the Owner as the Initial capital in the business 2. Purchased goods on credit from Ms. Ritu at Rs 40000 3. Paid Rs 10000 as salary to the employees 4. Invested Rs200000 in a fixed deposit account 5. Paid school fees of the kid Rs 25000, from the business’s bank account. Note: (2*5 = 10 marks) 1 marks for analyzing each transaction and 1 mark for correct journal entry
A population of 25 year- old female has a mean salary of P20,800 with a standard deviation of P1200. If a random sample of 10 is considered from the population, what is the probability that their salary is greater than P20900?
With the world returning to normalcy post the pandemic, as an HR hiring manager you have the task of forecasting the demand for the next year to make sure you hire the right number and right kind of people. Explain the techniques of HR demand forecasting that you will employ in depth.
1. In a test of Ho: u=85 against Ha: u>85, the sample data yield the sample statistic z=1.64. Find the p value for the test.
2. In a test of Ho: u=80 against Ha: u≠80, a sample of observations had a mean and standard deviation s=4.1. Find the p-value for the test.
Can two or more three-dimensional solid figures have the same volume? Why or why not?
Do you like reading books? If you do, then you must have encountered texts that have quite a wide space with dots in between them, just like pausing or thinking before proceeding the narration. Let’s try doing that here in C, shall we?
Input
Two lines containing a string on each.
Cody
Handsome
Output
Multiple lines containing a string on each.
Cody
.
.
.
Handsome
Construct a truth table for each of these compound propositions
(p ⊕ q) → (¬q ↔ r)
How many different strings can be made from the letters in the word rat?
A boy lives at X and wants to go to school at Z. From his home to X he has to first reach Y
and then Y to Z. He may go X to Y by either 3 bus routes or 2 train routes. From there, he can
either choose 4 bus routes or 5 train routes to reach Z. How many ways are there to go from X to
Z?
Suppose there are 19 Math majors, 17 English majors, and no double majors. How many ways
are there to choose someone who is either a Math major or a English major?
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#340153 on Dec 2023