Answer:
Price of y(Py)=$2 per unit
Explanation:
Marginal utility can be defined as the additional utility of a consumer as a result of the additional unit of goods consumed.
Let
Marginal utility of x= MUx
Marginal utility of y=MUy
Price of x=Px
Price of y=Py
Given
MUx=40 utils
MUy=16 utils
Px=$5
Py=?
Then,
MUx/Px=MUy/Py
40utils/$5=16 utils/Py
8 utils/$ =16utils/Py
Make Py subject of the formula by cross multiplying
Py×8= 16
Py=16/8
Py=$2 per Unit
Price of y=$2 per unit
Answer:
r = 9.14%
Explanation:
Simple interest = P * (1+rt)
Simple interest = $10,000 * (1+0.10 * 3)
Simple interest = $10,000 * 1.3
Simple interest = $13,000
Calculating the compound interest rate
A = P*(1+r)^n
$13,000 = $10,000 * (1+r)^3
(1+r)^3 = $13,000 / $10,000
r = ![\sqrt[3]{$13,000/ $10,000 - 1}](https://tex.z-dn.net/?f=%5Csqrt%5B3%5D%7B%2413%2C000%2F%20%2410%2C000%20%20-%201%7D)
r = 0.0914
r = 9.14%
Answer:
The answer to the following question is that the account receivables account would be debited by the $8100 and the service revenue account would be credited by $8100.
Explanation:
The given information -
Service provided to J. Anthony - $1900
Service provided to A.Martin - $4900
Service provided to S.Lee - $1300
JOURNAL ENTRY -
SN Particular LF Debit Credit
1 Account receivables $8100
a) J. Anthony - $1900
b) A. Martin - $4900
c) S .Lee - $1300
To Service revenue $8100
( Service provided to customers )
Answer:
21.28%
Explanation:
Note: <em>Assuming 365 day year</em>
Cost of giving up cash discount = [Discount rate / (1-Discount rate)] * 365 / [Credit period - Discount period]
Cost of giving up cash discount = [0.02/(1-0.02)] * [365/(45-10)]
Cost of giving up cash discount = [0.02/0.98] * [365/35]
Cost of giving up cash discount = 0.0204082 * 10.42857
Cost of giving up cash discount = 0.212828
Cost of giving up cash discount = 21.28%