CH8

Suppose an economy produces three final products. Use the following table to calculate GDP and economic growth rate.

Fill in the blanks of the next table. Numbers only without thousand separator.

An economy has four final products, A, B, C, and D. Please use the output and price information to complete the following table and answer questions. Do NOT use thousand separators and ignore decimals (e.g., two thousand as 2000).

The real GDP growth rate in 2017 =   % (e.g., 7%)

Michigan based GM's production of Buicks in China is part of ________ GDP and part of _______ GNP; Japan's Honda's production of Accords in Kentucky is part of ______ GDP and part of _________ GNP, respectively.

• A. China's; the U.S.; the U.S.; Japan's.

• B. China's; the U.S.; the U.S.; the U.S..

• C. U.S.; the U.S.; the U.S.; Japan's.

• D. China's; the U.S.; Japan's; the U.S..

quiz 7

Generate a signal composed of two square waves, the first has a 14 Hz and the second has a 55 Hz frequency. Both waves are sampled at 2 kHz for 200 ms. Duty cycle for the first wave is 40% while the second’s is 35%. Show the signal with and without adding white Gaussian noise with a variance of 1/100 in matlab

5. Use Excel to generate 70 values from Normal distribution with mean 18 and standard deviation 5. Construct a histogram for them [Note: first generate 100 uniformly distributed random values from [0,1]; then use them as the first input for NORMINV( ) function, two other inputs are mean and standard deviation of given Normal distribution]

Consider the following scenario: You plan to make quarterly deposits into a savings account that earns 10% interest compounded continuously. You plan to make the first deposit of $500 at the end of the first quarter and increase the deposit by $100 each subsequent quarter. Which of the following best represents the future value of this scenario at the end of the 7th year?

The Black-Scholes model shows that the value of a put option increases the longer the time to expiration. Currently, the price of a stock is $100. There are two put options To sell the stock at $100. The tree-month option sells for $7 and the six month option sells for $4.50.

How much do you gain or lose after three months at the following prices of the underlying stock: $85, $90, $95, $100, $105, $110?

What would you do? Consider all options (pros and cons) and explain your reasoning. You are Michael & Bernard. After fifty years in the coal business as senior executives in Deep Coal, Inc., you both have decided it’s time to retire. You see the writing on the wall and popular sentiment is that “coal is out” and “clean-energy is in.” Michael & Bernard would like to cash out (sell their shares) of Coal, Inc. and retire in style, as they always dreamed of doing, but Federal Regulations limit the amount of stock they can sell each year. At this rate, they estimate it will take 5.7 years to sell all of their stock and they will lose millions, especially if the price really starts falling. There goes the retirement they dreamed of. After careful thought, Michael & Bernard come up with a plan. They will artificially inflate the price of the stock. They can do this with a little creative accounting. Nothing will be illegal. After a year of artificially inflating the stock price, they are approached by Jeannie and her husband Jamie with an important question: They need money and are wondering if they should invest all of their savings and retirement in Coal, Inc. stock, since it is going so well. Michael & Bernard have known Jeannie since she was a little girl. She is their daughters’ best friend. In fact, Jeannie calls them “Uncle Mikey and Uncle Bernie.” When Jeannie graduated from Ross Business School, they were proud to help her get her job at Deep Coal, Inc., where she has done very well. What should they tell Jeanie? Remember, corporate executives are not allowed to "Inside Trade," meaning they can't disclose information affecting the price of company stock that they learned from their position inside the company.

novolin insulin.jpg humulin R insulin.jpg

Order:  Novolin N NPH U-100 insulin 33 units with Humulin R U-100 insulin 12 units subcut 30 min before dinner

How much insulin will you draw up to administer ______________________

What syringe will you choose _______________________

Which insulin will you draw up first ________________  (be specific)

Q3.Give an example a box contain (0.75x5H) Envelops of which (0.5x5H) contain $100 in cash. (0.10x5H) contain $25 in cash rest of the envelops contain $10.

H=7
1. Construct a sample space for the different amount of money.
2. Assign the probabilities to the each sample point.
3. Find the probability that the first envelop purchased contain less than $100.

If the annual interest rate is 5% (.05), the price of a one-year Treasury bill per $100 of face value would be

A. Suppose that General Motors Acceptance Corporation issued a bond with 10 years until​ maturity, a face value of ​$1000, and a coupon rate of ​7.8% (annual payments). The yield to maturity on this bond when it was issued was 6.2%. Assuming the yield to maturity remains​ constant, what is the price of the bond immediately after it makes its first coupon​ payment? After the first coupon​ payment, the price of the bond will be ​$. (Round to the nearest​ cent.)

B. Suppose that General Motors Acceptance Corporation issued a bond with 10 years until​ maturity, a face value of ​$1000, and a coupon rate of 7.7% ​(annual payments). The yield to maturity on this bond when it was issued was 6.1%. Assuming the yield to maturity remains​ constant, what is the price of the bond immediately before it makes its first coupon​ payment? Before the first coupon​ payment, the price of the bond is ​$ (Round to the nearest​ cent.)

C. Suppose that General Motors Acceptance Corporation issued a bond with 10 years until​ maturity, a face value of $1000, and a coupon rate of 7.1% ​(annual payments). The yield to maturity on this bond when it was issued was 6.3%. What was the price of this bond when it was​ issued? When it was​ issued, the price of the bond was ​$ (Round to the nearest​ cent.)