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Arte-miy333 [17]
4 years ago
13

Your friend offers to pay you an annuity of $2,500 at the end of each year for 3 years in return for cash today. You could earn

5.5% on your money in other investments with equal risk. What is the most you should pay for the annuity?
Business
1 answer:
VladimirAG [237]4 years ago
3 0

Answer:

Annuity per period (A) = $2,500

Interest rate (r) = 5.5% = 0.055

Number of years (n) = 3 years

Present value (PV) = ?

The amount to be paid for the annuity

PV = A<u>(1 + r)</u>n - 1

             r

PV = $2,500<u>(1 + 0.055)</u>3 -  1

                       0.055

PV = $2,500<u>(1.055)3 - 1</u>

                       0.055

PV = $2,500<u>(1.174241375 - 1)</u>

                        0.055

PV = $2,500 x 3.168025

PV = $7,920.06

Explanation:

The present value of an annuity equals annuity per period multiplied by present value of annuity factor at 5.5% for 3 years. In this case, the annuity per period, interest rate and number of years were provided in the question with the exception of present value. The present value becomes the subject of the formula.                  

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Jones Corporation reported current assets of $191,800, current liabilities of $137,000, and total liabilities of $275,714 on its
VMariaS [17]

Based on the information given the current ratio is:1.4.

<h3>Current ratio</h3>

Using this formula

Current ratio=Current assets/Current liabilites

Where:

Current assets=$191,800

Current liabilities=$137,000

Let plug in the formula

Current ratio=$191,800/$137,000

Current ratio = 1.4

Inconclusion the current ratio is:1.4.

Learn more about current ratio here:brainly.com/question/2686492

4 0
2 years ago
Gundy Company expects to produce 1,213,200 units of Product XX in 2020. Monthly production is expected to range from 80,000 to 1
fiasKO [112]

Answer:

Gundy Company

Flexible Budget Report for March 2020:

                                      Actual Budget   Flexible Budget   Variance

Direct materials                 $515,000        $485,000           $30,000  U

Direct labor                         670,000           679,000               9,000  F

Variable overhead           1,073,000         1,067,000               6,000  U

Actual fixed costs              679,000           679,000                       0  None

Total costs incurred    $2,937,000       $2,910,000           $27,000  U

Explanation:

a) Data and Calculations:

Expected production of Product XX in 2020 = 1,213,200 units

Monthly production range = 80,000 to 114,000 units

Budgeted variable manufacturing costs per unit are:

Direct materials      $5

Direct labor             $7

Overhead              $11

Total variable       $23

Fixed manufacturing costs per unit:

Depreciation are   $6

Supervision are     $1

Total fixed costs   $7

Total costs =       $30

March 2020 costs incurred for 97,000 units:

Direct materials        $515,000

Direct labor              $670,000

Variable overhead $1,073,000

Actual fixed costs      679,000

Total costs incurred $2,937,000

Flexible Budget Report for March 2020:

                                      Actual Budget   Flexible Budget   Variance

Direct materials                 $515,000        $485,000           $30,000  U

Direct labor                         670,000           679,000               9,000  F

Variable overhead           1,073,000         1,067,000               6,000  U

Actual fixed costs              679,000           679,000                       0  None

Total costs incurred    $2,937,000       $2,910,000           $27,000  U

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Answer:

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