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:
$14,712.38
Explanation:
To calculate the total cost to purchase this car, we need to multiply the monthly payments times 36 (= 3 years x 12 months per year), and add the down payment.
total cost = (monthly payments x 36) + down payment = ($372.58 x 36) + $1,299.50
total cost = $13,412.88 + $1,299.50 = $14,712.38
Answer:
a.
The money that we will have in account is $51156.41
b.
The money that we will have in account is $318808.31
Explanation:
a.
The deposits made in the account represent an annuity pattern as the deposits made are of a constant amount, are made after equal interval of time and are for a defined time period. Thus, to calculate the value of money that we will have after 19 years, we will use the formula for the future value of annuity.
The formula for the future value of annuity is attached.
FV = 1100 * [ (1+0.091)^19 - 1 / 0.091 ]
FV = $51156.41178
b.
The same formula for the future value of annuity will be used and we will change n from 19 to 38.
FV = 1100 * [ (1+0.091)^38 - 1 / 0.091 ]
FV = $318808.3149
Single feature model
In this case, the single feature that Cynthia cares about is price. The single feature model works well for simple decisions, but most purchases require more thought. For example, buying a house based solely on price would be a terrible idea because it might be in a bad neighborhood or terrible condition.
Answer:
$230,825
Explanation:
VU = [$56,700 × (1 - .35)] / .162
VU= $56,700×0.65/.162
VU=36,855/.162
VU = $227,500
VL = $227,500 + .35($9,500)
VL= $227,500+$3,325
VL= $230,825
