Answer:
$4,068
Explanation:
Margret's monthly rent = $297
Monthly electricity costs = $42
Her costs per year will be
= ($297 x 12) + ( $42 x 12)
=$3,564 + $504
=$4,068
Answer:
demand; inelastic
Explanation:
Price discrimination is when a seller charges different prices for the same product in different markets. Price discrimination is usually practised by monopolists. The aim of price discrimination is to eliminate consumer surplus.
A seller would usually charge a higher price to a consumer whose demand is price inelastic. This means that the quantity demanded is less sensitive to changes in price.
If the seller charges a higher price to a consumer whose demand is price elastic, the consumer would reduce the quantity demanded as a result of the rise in price and the total revenue of the seller would fall.
I hope my answer helps you
Answer:
$266,647
Explanation:
Total Moves = sum of total expected material moves of modular homes and prefab barns
= 580 + 180
= 760 Moves
Material handling cost allocated to Modular homes:
= (Expected total materials handling cost ÷ Total moves) × total expected material moves of modular homes
= ($349,400 ÷ 760) × 580
= $266,647
If the materials handling cost is allocated on the basis of material moves, the total materials handling cost allocated to the modular homes is closest to: $266,647
Answer: $110,432
Explanation:
The cost allocated to the Office furniture is the percentage of total appraised cost * the price paid for the basket purchase because it shows what proportion of the Basket Purchase should be ascribed to the Office furniture.
Total Appraised value = 140,000 + 460,000 + 110,000
= $710,000
Office furniture Proportion = 140,000/710,000
= 0.1971830985
=0.1972
Amount to be allocated to Office furniture = 0.1972 * 560,000
= $110,432
$110,432 should be allocated to the office furniture.
= $110,422.
Answer:
$6,636.25
Explanation:
The amount which will be deposited by the Jude today in order to receive the $1,100 in the beginning of each of next eight years shall be determined through present value of annuity formula, which is given as follow:
Amount to be deposited today=R+R[(1-(1+i)^n-1)/i]
Where
R=amount to be received at start of year=$1,100
i=interest rate compounded annually=9%
n=number of years involved=8
Amount to be deposited today=1,100+1,100[(1-(1+9%)^7/9%]
=$6,636.25