After a car is purchased at $43000 and looses 25% worth every year then the car will be worth $9200 or less after four(4) years.
What does Purchase mean?
Purchase is a term used to refer to the acquisition of goods or services in exchange for money. It is a common business transaction and can involve buying something outright or entering into an agreement to pay for it over time.
What does Services mean?
Services is a broad term that refers to any type of work or activity performed to meet the needs of a customer. Services can range from professional services like accounting or consulting to tangible products like food or clothing. Services are typically intangible in the sense that they cannot be touched, felt, or seen, but the benefits they provide are very real.
As per the price of the car which is $43,000 and it looses 25% each year which is $10750. From this we come to know that the car will be worth of $9200 or less within 4 years.
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Answer:
$6,014,384
Explanation:
Break even point is the level at which a firm makes neither profit nor a loss. This is the point where Profit = $0.
Break even units = Fixed Costs ÷ Contribution per unit
therefore,
Break even units = $3,236,000 ÷ ($184 x $85)
= 32,687 units
thus,
Breakeven Sales = 32,687 units x $184 = $6,014,384
Answer:
C(T) = $730 + $25T
R(T) = $35T
T = 193 transactions
Explanation:
Given that:
C = cost ; R = revenue ; T = number of transactions
Amount paid per transaction = $25
Cost keeping office open = $730
Amount collected on each transaction = $35
(a) Find a formula that gives C as a function of T.
C(T) = Cost of keeping office open + (cost per transaction × number of transactions)
C(T) = $730 + $25T
(b) Find a formula that gives R as a function of T.
R(T) = (Amount collected per transaction * number of transactions)
R(T) = $35T
(c) Find the number of daily transactions that are needed to make the revenue $1200 more than the cost.
R = C + 1200
Substitute the value of R and C into the equation:
35T = 730 + 25T + 1200
35T - 25T = 730 + 1200
10T = 1930
T = 1930 / 10
T = 193 transactions
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