Dominos balance sheet

Liabilities & Shareholders' Equity

*Question* for years ((**2015-2018**)) please show work , please and thank you :)

What is Dominos 1) current ratio 2) debt-equity ratio 3) profit margin 4) return on assets (ROA) 5) return on equity (ROE) 6) Use the Dupont identity to calculate total assets turnover (TAT). For years (2015-2018)

On January 1, 2018, Splash City issues $470,000 of 9% bonds, due in 20 years, with interest payable semiannually on June 30 and December 31 each year.

Assuming the market interest rate on the issue date is 10%, the bonds will issue at $429,678.

2. Record the bond issue on January 1, 2018, and the first two semiannual interest payments on June 30, 2018, and December 31, 2018

Kane Candy Company offers a coffee mug as a premium for every ten $1 candy bar wrappers presented by customers together with $2. The purchase price of each mug to the company is $1.80; in addition it costs $1.20 to mail each mug. The results of the premium plan for the years 2017 and 2018 are as follows (assume all purchases and sales are for cash):

Prepare the general journal entries that should be made in 2017 and 2018 related to the above plan by Kane Candy. (Credit account titles are automatically indented when the amount is entered. Do not indent manually.)

2. Demand for hotel rooms in Tallahassee takes two possible values: on game days, demand is described by the demand curve q = 100−p, while on non-game-days demand is described by the demand curve q = 60 − 2p.

(a) Suppose that the hotel price on game days is ph = 80. What quantity is demanded at this price?

(b) Find the inverse demand curve on non-game-days. Assuming that the price on game days is ph = 80 as above, what price would induce the same quantity demanded on non-game-days as on game days?

(c) Plot the demand curves on game days and on non-game-days. Pay careful attention to the price and quantity intercepts for both curves.

(d) Assuming the price on non-game-days is as you found in (ii), what is consumer surplus in this market on non-game-days? What is consumer surplus on game days?

(e) Suppose that you encounter the following claim: “Because the hotel price is higher on game days than on non-game-days, consumer surplus in the hotel market must be lower on game days.” What is wrong with this claim?

Demand for hotel rooms in Tallahassee takes two possible values: on game days, demand is described by the demand curve q = 100−p, while on non-game-days demand is described by the demand curve q = 60 − 2p.

(a) Suppose that the hotel price on game days is ph = 80. What quantity is demanded at this price?

(b) Find the inverse demand curve on non-game-days. Assuming that the price on game days is ph = 80 as above, what price would induce the same quantity demanded on non-game-days as on game days?

(c) Plot the demand curves on game days and on non-game-days. Pay careful attention to the price and quantity intercepts for both curves.

(d) Assuming the price on non-game-days is as you found in (ii), what is consumer surplus in this market on non-game-days? What is consumer surplus on game days?

(e) Suppose that you encounter the following claim: “Because the hotel price is higher on game days than on non-game-days, consumer surplus in the hotel market must be lower on game days.” What is wrong with this claim?

To study bonding between mothers and infants, a researcher places each mother and her infant in a playroom and has the mother leave for 10 minutes. The researcher records crying time in the sample of infants during this time that the mother was not present and finds that crying time is normally distributed with

M = 8

and

SD = 1.1.

Based on the empirical rule, state the range of crying times within 68% of infants cried, 95% of infants cried, and 99.7% of infants cried.

(a) 68% of infants cried
__________ to __________ min

(b) 95% of infants cried
  _______ to ________min

(c) 99.7% of infants cried
  _________ to _________ min

To study bonding between mothers and infants, a researcher places each mother and her infant in a playroom and has the mother leave for 10 minutes. The researcher records crying time in the sample of infants during this time that the mother was not present and finds that crying time is normally distributed with

M = 8

and

SD = 1.1.

Based on the empirical rule, state the range of crying times within 68% of infants cried, 95% of infants cried, and 99.7% of infants cried.

(a) 68% of infants cried
__________ to __________ min

(b) 95% of infants cried
  _______ to ________min

(c) 99.7% of infants cried
  _________ to _________ min

The mass of an empty flask is determined on a balance. It is then filled with N2 and its mass measured. The same flask is then evacuated of N2 and refilled with an unknown gas at the same temperature and pressure and its mass determined.

Mass of empty flask =    88.15g

Mass of flask and unknown gas = 91.30g

Mass of flask and N2 =   89.67ga.

a. What is the relative mass of 1 molecule of the unknown to 1 molecule of N2?

b. What is the molar mass of the unknown gas?

c. If the unknown gas has 2 carbons to 5 hydrogens, what is the empirical formula?

d. What is the molecular formula of the unknown?

1. Explain why, if you measure poverty according to the Supplemental Poverty Measure, the Earned Income Tax Credit (EITC) reduces poverty the most of any program except for Social Security, but if you measure poverty according to the Poverty Gap, the EITC is less effective at reducing poverty. (15 points)

2. In the paper “The EITC and the Extensive Margin: A Reappraisal,” Kleven says that the increases in the EITC in the mid-1990s did not increase the employment rates of mothers as much as had previously been thought. Give at least one of the pieces of empirical evidence Kleven relies on for that claim. (5 points)