Answer:
//algorithm for ATM money withdrawal
Algorithm: Algorithm for cash withdrawals from ATM.
Input: withdraw_amount
Output: amount+service_charges.
Algorithm:
step 1:
balance =account balance.
withdraw_amount = (Get input from user)
step 2:
if(withdraw_amount>400)
then, print "maximum limit exceeds"
step 3:
if(withdraw_amout<1)
then, print "enter a valid amount"
step 4:
if(withdraw_amount>balance)
then, print "insufficient balance.. withdraw money $30 as service charges "
step 5:
if(withdraw_amount<400 && withdraw_amount<balance)
if(withdraw_amount>200)
service_charge=withdraw_amount*(3/100)
print " Your cash is dispensed... total amount withdrawn +service_charges 30% (withdraw_amount +service_charge) "
The correct answer is yes the money increase because it’s just right
Answer:
a. $120
b. 5,000 units
c. 7,000 units
Explanation:
Hi, your question is incomplete, I found the full question online and uploaded text and image below.
Workings and explanations :
Contribution margin per unit = Sales - Variable Cots
= $200 - $80
= $120
Break even (units) = Fixed Costs ÷ Contribution margin per unit
= $600,000 ÷ $120
= 5,000 units
Unit Sales to achieve a target profit = (Targeted Profit + Fixed Costs) ÷ Contribution margin per unit
= ($240,000 + $600,000) ÷ $120
= 7,000 units
Margin of Safety = Expected sales - Break even Sales
Note : There is no much details about the current sales level
<u>FULL DETAILS OF THE QUESTION IS AS FOLLOWS :</u>
<em>Information concerning a product produced by Ender Company appears here: Sales price per unit $ 200 Variable cost per unit $ 80 Total annual fixed manufacturing and operating costs $ 600,000</em>
Answer:
The transaction will generate a buyer surplus of $2,000 and a sellers surplus of $3,000
Explanation:
A consumer values a car at $20,000
It costs a producer $15,000 to generate that same car
The transaction is complete at $18,000
The first step is to calculate the buyer's surplus
= $20,000-$18,000
= $3,000
The seller's surplus can be calculated as follows
= $18,000-$15,000
= $3,000
Hence the transaction will generate a buyer surplus of $2,000 and a sellers surplus of $3,000
Answer:
The after tax salvage value of the asset is $165.000.
Explanation:
If the asset has a depreciation period of 5 years it means that still there is a depreciation´s remanent of $ 1.280.000, if the asset it's sold at $1.530.000 at the end of the project, then the salvage value before taxes it's $250.000 consequently the after tax salvage value of the asset it's $ 165.000.
When company's asset it's for sale if there is yet a remanent value of depreciation it's the cost of sale of the transaction, if the depreciation it's zero then the sale it's a all gain to the company.
Please see details below:
Value of the Asset : $6.400.000
Anual Depreciation: $.1.280.000
Value of Sale: $1.530.000
Cost of Sale : $1.280.000
Revenue : $250.000
Tax Rate: - $85.000
Salvage value: $165.000
