The law of demand state correct option is (a) price and quantity demanded are inversely related.
What is law of demand states?
The law of demand is a fundamental principle of the economic idea of higher price leads to a lower quantity demanded and that a lower price leads to a higher quantity demanded.
The rule of demand, if all other variables remain constant, the price and quantity desired of any good or service are inversely related. When the price of a product rises, the demand for that product low as well.
As result, the law of demand states as remain constant towards a price and quantity demanded are inversely related.
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Answer:
$9.6 million
Explanation:
The amount Laramie would record in its books of account in respect of the land acquisition cost is the sum of the cash paid now and the notes payable .
That effectively gives acquisition cost of $9.6 million ($2.9 million+$6.7 million).
The interest payable on the notes payable of $6.7 million would be treated as expense in the income statement of years 2021 and 2022 respectively without being added to the acquisition cost since it is a revenue expense and should not be capitalized.
Answer:
$38,400
Explanation:
<em>1. Cash Purchases:</em>
The total purchases in the month of March is of $35,000.
It is given that 70% of Purchases are for cash.
Hence, 70% of $35,000 would be;
$39,000 x 0.70
$27,300
<em>2. Credit Purchases:
</em>
Remaining Balance of Purchases from the month of February:
For the month of February Cash Purchases can be calculated as follows;
$37,000 x 0.70
$25,900
Remaining Balance to be paid in March for the month of February can be calculated as follows;
$37,000 - $25,900
$11,100
<em>3. CASH PAYMENT for PURCHASES in MARCH:</em>
Cash Purchases = $27,300
Credit Purchases = $11,100
Hence;
<em>Cash Payment for purchases in March = Cash Purchases + Credit Purchases
</em>
Cash Payment for purchases in March = $27,300 + $11,100
Cash Payment for purchases in March = $38,400
Answer:
a) = $10,896.71
b) = $11,768.45
Explanation:
The question is divided into 2 parts
Part a) Amount in the account today
The formula to use is as follows:
FV of Annuity= P(1+r)∧n - 1)/r
P= Periodic Payment = $450
r= Rate of each period= 8%
n= the number of periods= 14
The account today is as follows:
FV = 450 x (1+0.08)∧14-1]/0.08
= $10,896.71
Part b) The formula to use is as follows:
FV = Future value = (1+r) * P * [ (1+r)n -1] / r
P= Periodic Payment = $450
r= Rate of each period= 8%
n= the number of periods= 14
= Fv= (1+0.08) * 450 * [ (1+0.08)^14 - 1] / 0.08
= $11,768.45