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sweet-ann [11.9K]
3 years ago
15

On June 15, Oakley Inc. sells inventory on account to Sunglass Hut (SH) for $4,500, terms 4/10, n/30. On June 20, SH returns to

Oakley inventory that SH had purchased for $1,000. On June 24, SH completely fulfills its obligation to Oakley by making a cash payment. What is the amount of cash paid by SH to Oakley
Business
1 answer:
Georgia [21]3 years ago
7 0

Answer: $3360

Explanation:

Based on the information given in the question, the amount of cash paid by SH to Oakley will be calculated as thus:

SH will be entitled to a discount of 4% since the payment was made within the discount period, therefore, the discount that is applicable will be:

= $4500 - $1000

= $3,500

Therefore, the amount of cash payment that is made by SH to Oakley will be:

= $3,500 - (4% × $3,500)

= $3500 - (0.04 × $3500)

= $3500 - $140

= $3360

Therefore, the amount of cash paid by SH to Oakley is $3360.

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Osawa, Inc., planned and actually manufactured 260,000 units of its single product in2017 , its first year of operation. Variabl
AVprozaik [17]

Answer:

(a) $ 530,000

Explanation:

total production 260,000 units

variable manufacturing $26 per unit = $6,760,000

variable S&A $11 per unit

planned and actual fixed manufacturing $520,000

planned and actual fixed S&A $370,000

total costs during the year = $10,510,000

units sold 180,000 x $44 = $7,920,000

cost of goods sold per unit = ($26 x 180,000) + (180,000 x $520,000/260,000) = $4,680,000 + $360,000 = $5,040,000

total operating expenses = ($11 x 180,000) + $370,000 = $1,980,000 + $370,000 = $2,350,000

net income = $7,920,000 - $5,040,000 - $2,350,000 = $530,000

7 0
3 years ago
Cash flows It is typical for Jane to​ plan, monitor, and assess her financial position using cash flows over a given​ period, ty
svetlana [45]

Answer:

A.

TOTAL CASH INFLOW $4,950

TOTAL CASH OUTFLOW $4,357

B. $593

C. First is for Jane to bring down her outflow

Secondly is for Jane to either make use of a credit card or request for loan.

D. Jane should make use of the short-term investment rates of 5 percent which was offered by the bank and secondly in a situation where she think or felt that the surplus cannot be enough for her to invest with Jane should go ahead and save the money.

Explanation:

a. Calculation to Determine Jane’s total cash inflows and cash outflows

TOTAL CASH INFLOW

Interest received $ 450

Salary4,500

TOTAL CASH INFLOW $4,950

TOTAL CASH OUTFLOW

Clothes-$1,000

Dining out-500

Groceries-800

Auto payment-355

Utilities-280

Mortgage-1,200

Gas-222

TOTAL CASH OUTFLOW $4,357

Therefore total cash inflow will be $4, 950 while total cash Outflow will be $4,357

b. Calculation to Determine the net cash flowfor the month of August using this formula

The Net cash flow =Total cash inflow - Total cash outflow

Let plug in the formula

Net cash flow =$4,950-$4,357

Net cash flow = $593

Therefore the Net cash flow will be $593

c. In a situation where there is a​ shortage, the few options that will be open to​ Jane will be:

First is for Jane to bring down her outflow

Second is for Jane to either make use of a credit card or request for loan.

d. In a situation where there is a​ surplus, what should be a prudent strategy for Jane is to​ follow:

Jane should make use of the short-term investment rates of 5 percent which was offered by the bank and secondly in a situation where she think or felt that the surplus cannot be enough for her to invest with Jane should go ahead and save the money.

6 0
3 years ago
What role should government play in a free market economy?
igor_vitrenko [27]
Economists, however, identify six major functions of governments in market economies. Governments provide the legal and social framework, maintain competition, provide public goods and services, redistribute income, correct for externalities, and stabilize the economy.
8 0
3 years ago
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Answer:

FV= $115,928.81

Explanation:

Giving the following information:

Monthly deposit= $70

Interest rate= 0.12/12= 0.01

n= 24*12= 288

<u>To calculate the future value, we need to use the following formula:</u>

FV= {A*[(1+i)^n-1]}/i

A= monthly deposit

FV= {70*[(1.01^288) - 1]} / 0.01

FV= $115,928.81

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Answer:

C

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