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2 years ago

6

a manufacturer conducts marketing research and estimates that consumers will accept a price of $50 for a pair of sunglasses. if

the manufacturer expects to offer trade discounts of 40/10 to retailers and wholesalers, what price will the manufacturer receive for the sunglasses?

1 answer:

DENIUS [597]2 years ago

3 0

Answer:

72983

Explan my not telling

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1 year ago

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2 years ago

The Fabricating Department started the current month with a beginning Work in Process inventory of $10,000. During the month, it

Natalka [10]

Answer:

$13,000

Explanation:

Calculation for what The ending balance of the Work in Process Inventory account for the Fabricating Department is:

Beginning Balance 10,000

Add Direct Materials 76,000

Add Direct Labor 24,000

Add Factory Overheads 12,000

(50% *24,000)

Less Work Transferred (109,000)

Ending Balance $13,000

Therefore The ending balance of the Work in Process Inventory account for the Fabricating Department is:$13,000

6 0

3 years ago

Jim Moore opens a new savings account. He deposits $12,000 at 12% compounded semiannually. At the start of the fourth year, Jim

hjlf

Answer:$119,735.6

Explanation:

To calculate the total in the account,we use the compound interest formula

A= P ( 1+ ( R/2)/100)∧2n

P = $ 12,000 n = 4 R = 12%

A = 12,000 (1+(12/2/100)∧2*4

A = 12,000 ( 1+ ( 6)/100)∧2*4

A = 12,000 ( 1+0.06)∧8

A= 12,000 ( 1.06)∧8

A = 12,000 ( 1.5938)

A= 12,000* 1.5938

A= $ 19,125.6

Another deposit into the account

A = P ( 1+(R/2)/100)∧2n

A= 50,000 (1+12/2/100)∧2*6

A= 50,000 (1+6/100∧12

A = 50,000 ( 1+0.06)∧12

A = 50,000 (1.06)∧12

A= 50,000 ( 2.0122)

A = 50,000* 2.0122

A = 100,610

Therefore, the total in the account

$19,125.6 + $100,610

= $119,735.6

5 0

3 years ago

The recent dividend payout by IBM was $3.00. IBM's dividends are expected to grow about 6.5% per year. If your required rate of

9966 [12]

Answer:

Answer for question :

The recent dividend payout by IBM was $3.00. IBM's dividends are expected to grow about 6.5% per year. If your required rate of return is 17%. What is the expected stock price two years from now. Round the answer to the nearest integer " is as explained below.

Explanation:

1. the expected stock price two years from now = 3 * 1.065^3/(0.17 - 0.065)

the expected stock price two years from now = 34.51

2. FV = 0, N = 8, PMT = 288, rate = 4%

use PV funciton in Excel

value at time 0 = 1939.03

3 0

3 years ago