Answer:
rise by $40 billion
Explanation:
Calculation to determine what the investment will be
Investment=$100 billion*(100%-60%)
=$100 billion*40%
=$40 billion
Therefore the investment will rise by $40 billion
Answer:
Form W-2, also known as the Wage and Tax Statement, is the document an employer is required to send to each employee and the Internal Revenue Service (IRS) at the end of the year. A W-2 reports the employee's annual wages and the amount of taxes withheld from their paychecks. A W-2 employee is someone whose employer deducts taxes from their paychecks and submits this information to the government.
Explanation:
Answer:
Complete the problem. What are you trying to solve for?
Explanation:
Answer:
B. Income Tax Expenses
Explanation:
The Purpose of the Income Statement in Financial Statement Preparation is to ascertain the profit or loss of a business entity for a particular year. Usually, the format is as follows:
1. Gross Profit= Sales- Cost of Goods sold(Opening Inventory + Purchases- Closing Inventory)
2. Net Profit/ Net Loss = Gross Profit + Other Revenues and Gains - Expenses for the period.
However, income tax expense is only calculated when the net profit has been ascertained. It is usally referred to as net income before tax. It is based on this figure, that the income tax expense is then calculated based on prevailing income tax percentage.
Every other part of the income statement covers a section, but all sections should be calculated and concluded before the income tax expense can be calculated and then subtracted to arrive at the final income tax.
The correct answer is - allows managers to use the normal distribution as the basis for building some control charts.
<u>Explanation:</u>
It is the theorem that allows inference from a random sample. It says that:
• The sample mean will likely be towards the population mean within a margin of error
• The margin of error is a multiple of the standard error, which is the standard deviation divided by the square root of the sample size. The multiple is determined by the degree of statistical confidence you’re looking for, and the normal deviate corresponding to that — 1.65 for 90% confidence, 1.96 for 95% confidence, etc.
