Answer:
Visual Uniformity – Having every employee dressed to the standards of the dress code will create visual uniformity which helps customers identify employees and subtly promotes the impression of 'being a team' among the whole workplace.
Explanation:
1) A dress code promotes a more serious school atmosphere which emphasizes academics and promotes good behavior.
2) Dress codes have proven to increase student achievement by encouraging students to concentrate more on their studies and less on their wardrobe. A de-emphasis on clothing can also save money, as there will be less pressure to keep up with expensive trends and fashions.
3) Dress codes in school settings reduce social conflict and peer pressure that may be associated with appearance.
4) Studies indicate that a school dress code can reduces the prevalence of certain behaviors which are often expressed through wardrobe such as violence or promiscuity.
5) As opposed to uniforms, dress codes still allow students to wear what they want which leaves students with a sense of choice and expression.
Answer:
Thinking on the margin will ensure that each pair of inserts produced is turning a profit. Once a profit is no longer being made on a pair of inserts, production must be cut back. Understanding these margins will also help me stay competitive in a market that is open to other producers. If additional producers enter the market, I know that I have the ability to lower prices or offer discounts while still maximizing profits.
Explanation:
Answer:
$10 profit
Explanation:
In this question, we are asked to calculate the profit or loss to a short position.
Firstly, we identify that the spot price of market index is $900.
Now, a three months forward contract equals a value of $930.
Raising the index to $920 at the expiry date is obviously a profit to the short position.
To calculate the profit here, we simply subtract the index at expiry date from the three months forward contract.
Mathematically, this is equal to $930-$920 = $10 profit
Answer: Equilibrium quantity of garden hoses after the tax is imposed is 85000.
Explanation:
Given that,
Dead weight Loss = $22500
Tax amount per unit (t) = $3
Equilibrium quantity before tax, 
= 1,00,000 units
Equilibrium quantity after tax, 
= ?
Dead weight Loss = 
22500 = 0.5 × 3 × (100000 - )
= 85000 units
∴ Equilibrium quantity of garden hoses after the tax is imposed is 85000.
Answer:
21%
Explanation:
We can calculate the expected return of a firm by add dividend yield and growth rate but in this question, the growth rate is not given therefore we will find growth rate first with the available data
DATA
Payout ratio = 0.4
Return on equity = 25%
Dividend yield = 6%
Solution
Growth rate = Return on equity x retention ratio
Growth rate = Return on equity x (1 - payout ratio)
Growth rate = 25% x (1-0.4)
Growth rate = 25% x 0.6
Growth rate = 15%
Expected return = Dividend yield + growth rate
Expected return = 6% + 15%
Expected return = 21%
