Answer:
$841
Explanation:
Let the amount of deposit you need to fund each month is a
n= 30 years = 30 x 12 = 360 months
The amount of money you desire to have in 30 years (FV) = $1,980,000
i/r = 10.19%/year = 0.849%/month
Based on these given information, you can either choose to:
1) Solve the following equation:
a x 1.00849^360 + a x 1.00849 ^359 + a x 1.00849^358 + ... + a x 1.00849^1 + a = $1,980,000
2) Input given information into excel/financial calculator:
n = 360
FV = $1,980,000
i/r = 0.849
PV = 0
Find PMT (a). PMT (a) = $841
The marginal propensity to save is 0.2. equilibrium gdp will decrease by $50 billion if the aggregate expenditures schedule decreases by:$10 billion.
<h3>
Aggregate expenditures schedule</h3>
Using this formula
Aggregate expenditures schedule=Marginal propensity to save×Equilibrium gdp
Where:
Marginal propensity to save=0.2
Equilibrium gdp=$50 billion
Let plug in the formula
Aggregate expenditures schedule=0.2×$50 billion
Aggregate expenditures schedule=$10 billion
Therefore the marginal propensity to save is 0.2. equilibrium gdp will decrease by $50 billion if the aggregate expenditures schedule decreases by:$10 billion.
Learn more about Aggregate expenditures schedule here:brainly.com/question/13117251
#SPJ1
Answer:
Order size = 200 units
Number of order = 5 times
Explanation:
<em>The number of order per year will be equal to the Annual demand divided by the EOQ.</em>
<em>No of orders = Annual Demand / EOQ</em>
Economic order quantity (EOQ)
The Economic Order Quantity (EOQ) is the order size that minimizes the balance of ordering cost and holding cost. At the EOQ, the carrying cost is equal to the holding cost.
It is computed using he formulae below
EOQ = √(2× Co× D)/Ch
Ch- Carrying cost per unit per annum- $1
Co- Ordering cost per order -20
EOQ =√(2× 20× 1000)/1
= 200 units
Order size = 200 units
Number of order = 1000/200 = 5 times
Answer:
Alvin should pay off the unpaid money.
Explanation:
The Alvin should pay off the balance of credit card with his extra money because the interest rate charged by the bank on the unpaid balance is very high (18 %) and the interest rate on saving is 1 % which is very low. If the unpaid balance will not be paid then Alvin’s extra money will go into the payment of interest rate. So, at first thing he should pay off the unpaid money.
