Answer:
Q=120−4P
Explanation:
putting P = 20 we get
q= 40
we know that elasticity is quantity demanded / price
20
40
=2
hence the correct option: D
From the problem statement it is clear that here we need to find out simple interest rate.
One do not get interest on any investment made at the end of tenure.
Putting this mathematically:
Let amount at the end of 5th year as A
Simple Interest for 5 years, SI = 750 *5
SI = 3750
Hence A = 10000 +3750
A= 13750
Let rate of return = R
Tenure t = 5
But,
A = P(1 + R*t/100)
13750 = 10000( 1+ R*5/100)
13750 = 10000 + 50000R/100
3750 = 500R
R = 3750/500
R = 7.5 %
Hence rate of return is 7.5% per annum (answer)
<span>Country alpha's gdp will be approximately "one-half" of the country beta.
</span>
GDP stands for Gross domestic product and it refers to the total economic output of any country which means the measure of cash a nation makes. Gross domestic product per capita is the aggregate yield isolated by the quantity of individuals in the population, so you can get a figure of the normal yield of every individual, i.e., the normal measure of cash every individual makes.
Answer:
X is $30,000
Explanation:
First, we need to calculate the Amount ofLoan
Amount of Loan = Car price - Down payment = $100,848 - $30,000 = $70,848
This is the situation of annuity payment for 4 years at a 25% interest rate with equal annuity payment each year.
Now we will use the following formula to calculate the value of X
PV of Annuity = Annuity payment x ( 1 - ( 1 + interest rate )^-numbers of years ) / Interest rate
Where
PV of Annuity = Amount of Loan = $70,848
Interest rate = 25%
Numbers of years = 4 years
Annuity Payment = X = ?
Placing values in the formula
$70,848 = X x ( 1 - ( 1 + 25% )^-4 ) / 25%
$70,848 = X x 2.3616
X = $70,848 / 2.3616
X = $30,000
Answer:
Option (D) is correct.
Explanation:
Total Overhead Cost:
= (Overhead × Number of cases) for all products
= (20 × 350) + (25 × 550) + (17 × 650)
= 31,800
Total Machine Hours:
= Machine hours × Number of cases
= (5 × 350) + (3 × 550) + (4 × 650)
= 6,000
Overhead Rate:
= Total Overhead Cost ÷ Total Machine Hours
= 31,800 ÷ 6,000
= 5.30
Total product cost per case for Product GC:
= Direct Material + Direct Labor + Overhead
= 80 + 30 + (Machine hours × Overhead Rate)
= 80 + 30 + (3 × 5.3)
= 80.00 + 30.00 + 15.90
= $125.90
