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AnnyKZ [126]
4 years ago
6

Beginning three months from now, you want to be able to withdraw $3,200 each quarter from your bank account to cover college exp

enses over the next five years. If the account pays .54 percent interest per quarter, how much do you need to have in your bank account today to meet your expense needs over the next five years?\
Business
1 answer:
Wittaler [7]4 years ago
4 0

Answer:

The answer is: You need to have $65,510.55 in your bank today

Explanation:

You need to withdraw 20 payments (5 years x 4 quarters per year)

Each payment is $3,200

Discount interest is 0.54%

So the present value of the cash flow is: PV = $60,510.55

The best way to calculate the PV is to use an excel spreadsheet and the NPV formula:

  • =PV(0.54%,L1:L20) where L1 to L20 all equal 3,200

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Can somone awnse r my math question in my questions on my profile caus im low in math
bazaltina [42]

Answer:

Yeah

Explanation:

Thats fine let me answer them.

6 0
3 years ago
a trader creates a long butterfly spread from options with strike prices x, y, and z, where x < y < z, and y is exactly mi
Montano1993 [528]

Answer:

<em>$1006 </em>

Explanation:

A long butterfly is created by following these steps

  •  Long 1 call option for strike X ( highest premium say C)
  • Short 2 call option for Strike Y (premium =C-6.67 )
  •  Long 1 call option for strike Z (premium = C-6.67 - 5.03 = C-11.70 where X<Y<Z

Here, Y-X = Z-Y =$11.70

<u>i) whenever the price at maturity goes below the price of x ( no call option is executed )</u>

payoff =  2*(C-6.67) -C-(C-11.7) = - 13.34 + 11.70 = - 1.64

<u>ii) when the price at maturity is between X and Y, only call with strike X is executed </u>

hence  payoff = -1.64 +(P-X) where P is the Price at maturity

p - x = y-x = 11.70

hence maximum payoff = - 1.64 +  11.70 = $10.06

<u>iii) When the price is between Y and Z , only call with strike X and Y are executed.</u>

hence, payoff = -1.64 + (P-X)  -2* (P-Y) = -1.64 +( 2Y - X - P) and this value decreases as P increases

the minimum payoff occurs when P=Z

So, maximum payoff = -1.64 + (Z-X) - 2*(Z-Y) = -1.64 + 23.4 - 2*11.7 = -$1.64

<u>iv) When the price at maturity is more than Z , all calls are executed</u>

hence, payoff = -1.64 +(P-X) -2* (P-Y) + (P-Z) = -1.64+(2Y-X-Z)

=  -1.64+(Y-X -(Z-Y)) = -1.64+(11.7 - 11.70)

= -$1.64  

 the maximum payoff occurs when P=Y

considering the  four options  traded the maximum payoff = $10.06

<em>Finally determine the maximum net gain when 400 options are traded</em>

<em>= 10.06 * 400 / 4 </em>

<em>= 10.06 * 100 =  $1006 </em>

3 0
3 years ago
Suppose the accompanying table contains data on how many veggie delite sandwiches subway is willing to sell each day at two diff
erastovalidia [21]

The daily price elasticity of supply is 0.1.

<h3>What is the price elasticity of supply?</h3>

Price elasticity of supply measures the responsiveness of quantity supplied to changes in price of the good.

Price elasticity of supply = percentage change in quantity supplied / percentage change in price

Percentage change in quantity supplied = (210,000 / 200,000) - 1 = 5%

Percentage change in price = ($7.50 / $5) - 1 = 50%

Price elasticity of supply = 5%/50% = 0.1

Please find attached the required table. To learn more about price elasticity, please check: brainly.com/question/18850846

5 0
2 years ago
The Optima Mutual Fund has an expected return of 20%, and a volatility of 20%. Optima claims that no other portfolio offers a hi
mel-nik [20]

Answer:

(a) 0.75

(b) 0.2

(c) 0.6

Explanation:

(a)Calculating Sharpe ratio-

Given-

Expected return = 20%,

Risk free rate of return = 5%,

Volatility = 20%

Sharpe ratio = (Mean portfolio return - Risk free return) ÷ Standard deviation of portfolio

Sharpe Ratio = (20% - 5%) ÷ 20%

                      = 0.75

(b) Given-

Standard deviation = 40%,

Portfolio return= 11%,

Risk free return will remain same as 5%

Sharpe Ratio of Ebay = (11% - 5%) ÷ 40%

Sharpe Ratio of Ebay = 0.15

Correlation of Ebay with Optima fund:

= Sharpe ratio of Ebay ÷ Sharpe ratio of Optima fund  

= 0.15 ÷ 0.75

= 0.2      

(c) Correlation of Sub-Optima fund with Optima fund = 80%,

Sharpe ratio of Optima = 0.75

Correlation of Sub-Optima fund with Optima fund:

= Sharpe ratio of Sub-Optima fund ÷ Sharpe ratio of Optima fund

0.80 = Sharpe ratio of Sub-Optima fund ÷  0.75

Sharpe ratio of Sub-Optima fund = 0.80 × 0.75

                                                       = 0.6        

6 0
3 years ago
On October 1, Vista View Company rented warehouse space to a tenant for $3,600 per month. The tenant paid five months' rent in a
Damm [24]

Answer:

The adjusting entry needed on December 31 is:

Debit Unearned Rent revenue $10,800

Credit Rent Revenue $10,800

Explanation:

Following the Accrual accounting - an accounting method that revenue or expenses are recorded when a transaction occurs rather than when payment is received or made.

The tenant paid five months' rent in advance on October 1. From October 1 to December 31, Vista View Company had rented warehouse space to a tenant for 3 months.

The adjusting entry needed on December 31 is:

Debit Unearned Rent revenue $10,800  ($3,600 x 3 = $10,800)

Credit Rent Revenue $10,800

7 0
3 years ago
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