Simba Company’s standard materials cost per unit of output is $10.00 (2.00 pounds x $5.00). During July, the company purchases and uses 3,200 pounds of materials costing $16,192 in making 1,500 units of finished product. Compute the total, price, and quantity materials variances. (Round per unit values to 2 decimal places, e.g. 52.75 and final answers to 0 decimal places, e.g. 52.)

Answers

Answer 1
Answer:

The quantitative assessment of the discrepancy between planned and actual behavior is known as variance analysis. This study is utilized to keep a corporationunder control by looking into areas where performance has been surprisingly bad.

Note:

Standard cost = SC

Actual cost = AC

Standar rate = SR

Actual rate = AR

Standard Quantity = SQ

Actual Quantity = AQ

Material Cost Varience = MCV

Material Rate Varience = MRV

Material Usage Variance = MUV

1) Computation of Material Cost Variance (MCV)

\text{MCV = SC -AC}

= 1,500 × 2 = 3,000

\text{SC = 3,000} × 5= 15,000

\text{AC ( Pounds of material costing)} = 16,192

\text{MCV} = 15,000 - 16,192

\text{MCV} = 1,192 (A)

2) Computation of Material Rate Variance (MRV)

\text{MRV = (SR-AR) AQ}

\text{AR} = 3,200

\text{SR}  = 5

\text{AR}  = (16,192)/(3200)

\text{AR} = 5.06

\text{MRV} = (5-5.06) 3,200\n\ntext{MRV} = 192 (A)

3) Computation of Material Usage Variance (MUV)

\text{MUV} = \text{ (SQ-AQ) SR)}\n\n\text{SQ} = 1,500 \text{ X } 2 = 3,000\n\n\text{MUV}  = (3,000 -3,200) \text{ X } 5

\text{MUV} = 1,000 (A)

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Answer 2
Answer:

Answer:

A)1192 A

B) 192 A

C)  1000 A

Explanation:

The Question is to Compute Simba Company's Total, Price, and Quantity materials Variances

1) Computation of material Cost Variance

= The Standard Cost - The Actual Cost of the material

= 1,500 units x 2 pounds = 3000 pounds

Standard Cost = 3,000 pounds x $5 = $15,000

Therefore material variance = $15,000 - $16,192 = 1192A

2) The material Rate Variance or the Price Variance

= (Standard Rate - Actual Rate) Actual Quantity

= Actual Rae = $16,192 / 3200 = $5.06

Material Rate Variance = (5- 5.06) x 3,200

= 192 A

3) The material Usage Variance or Quantity variance

= (The Standard Quantity - Actual Quantity) Standard Rate

Standard Quantity = 1,500 Units x 2 Pounds = 3000 pounds

Material Usage Variance = (3,000-3,200) 5

= 1000 A


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Nevada Corporation has 64,700 shares of $17 par stock outstanding that has a current market value of $140. If the corporation issues a 5-for-1 stock split, the number of shares outstanding will be:

Answers

Answer:

$323,500 shares

Explanation:

A stock split is a practice carried out by a company where stocks are split into multiples of its existing shares to boost liquidity.

There is no actual increase in the value of the shares, just an increase in the number. For example if a shareholder has 100 share and there is a 3-1 split, the shareholder will now have 3 shares for every one held before.

In this scenario total outstanding shares was 64,700 shares. The company offers a 5 for 1 stock split. Each share is now five, so new outstanding shares is 64,700 * 5= 323,500 shares

Answer:

77,640 shares

Explanation:

Stock split occur when new shares of a company are issued to existing shareholders in proportion to their current holdings.

The share outstanding after the stock split is the addition of the existing shares and the new share issued. For this question, this can be calculated as follows:

New shares to be issued = 64,700 ÷ 5 = 12,940

Number of outstanding shares after stock split = 64,700 + 12,940 = 77,640 shares

The top salary you can make.A) Career
B) Productivity
C) Earning potential
D) Human capital

Answers

Answer:

earning potential

Explanation:

Earning potential refers to the potential gains from dividend payments and capital appreciation shareholders might earn from holding a stock. In other words, it reflects the largest possible profit that a corporation can make

Final answer:

The top salary one can make is tied to their earning potential, which is influenced by their human capital, including education and skills. Human capital boosts productivity, leading to higher earnings. Investments in human capital can hence increase the long-term earning potential of individuals.

Explanation:

The top salary one can make is often referred to as their earning potential, which is linked to several factors including education, human capital, productivity, and the career path one chooses. Human capital represents the accumulation of knowledge, skills, and experience that a worker possesses, which directly influences their productivity and, consequently, their earning potential. Investing in education and skills development can increase one's human capital, thereby raising their productivity and the ability to earn a higher salary. This can shift a family's budget constraint, allowing them to improve their standard of living, as shown by an increase in hourly wage from $7.25 to $12 in one hypothetical scenario.

An investment in human capital, similar to other forms of investment, includes an upfront cost but can lead to greater benefits in terms of increased productivity and earnings over time. The role of education in enhancing human capital is significant, impacting not only the career one can pursue but also the performance and income one can expect from their labor. Employers value the performance that comes with enhanced human capital, thereby providing more significant benefits and higher wages in line with the increased productivity.

You are considering purchasing stock in Canyon Echo. You feel the company will increase its dividend at 4.6 percent indefinitely. The company just paid a dividend of $3.41 and you feel that the required return on the stock is 11 percent. What is the price per share of the company's stock?

Answers

price per share of the company's stock is $53.28

Explanation:

Under dividend growth model a stock is overvalued or undervalued assuming that the firm’s expected dividends grow at a value g forever, which is subtracted from the required rate of return or k.

Therefore, the stable dividend growth model formula calculates the fair value of the stock as P =D1 / ( k – g ).

P= price per share

D1 = current dividend

k = required return

g = growth rate

P= $3.41 ÷ (11 %  - 4.6% ) =( 3.41 ÷ 0.064 )=  $53.28

P= $3.41 ÷ (0.11  - 0.046 ) =( 3.41 ÷ 0.064 )=  $53.28

Joseph is an unemployed yard landscaping worker who is trying to find employment as he last had work seven months ago. He is now at a point where he will take any wage even if low to get money to pay the bills. He talks to businesses and landscaping companies on a daily basis but none are hiring due to an ongoing recession. How would you describe his experience with the correct economic term?

Answers

Answer:

Cyclical Unemployment

Explanation:

Cyclical Unemployment occurs due to irregularities surrounding an economy and these said cycles eventually brings about recession and thus, a good number of willing workers would not be able to get jobs due to this fact. What Joseph is experiencing is called Cyclical unemployment.

A university spent $1.3 million to install solar panels atop a parking garage. These panels will have a capacity of 200 kilowatts (kW) and have a life expectancy of 20 years. Suppose that the discount rate is 30%, that electricity can be purchased at $0.30 per kilowatt-hour (kWh), and that the marginal cost of electricity production using the solar panels is zero.Hint: It may be easier to think of the present value of operating the solar panels for 1 hour per year first.
Approximately how many hours per year will the solar panels need to operate to enable this project to break even?

Answers

Answer:

It will take 6,534.31 hours per year for the solar panels to operate to enable this project to break even

Explanation:

Discount rate = 30% = 0.3

Looking at one hour of operation in each year = 200 kW x $0.30 Kw/hr

= $60 value of electricity per year

Compound interest factor for a discount rate of 30% = 3.3158

(taken from compound interest factor table or computed using formula ∑1/(1+r)^t , where r = 30%, and t = 1 to 30)

Present value of operating the solar panels for 1 hour per year = 60 × 3.3158 = $ 198.95

For break even it would need to run = 1.3 million ÷ 198.95

= 6,534.31 hours per year

The solar panels need to operate for approximately 236,364 hours per year to enable this project to break even.

To determine the number of hours per year the solar panels need to operate to break even, we can calculate the present value of operating the solar panels for 1 hour per year over the 20-year lifespan of the panels.

The annual operating cost is $0.30 per kWh, and the capacity of the solar panels is 200 kW. So, for each hour of operation, the cost is:

Cost per hour = 200 kW * $0.30/kWh = $60

Now, we'll calculate the present value of this cost over 20 years at a 30% discount rate:

PV Cost = $60 / (1 + 0.30)^20≈ $5.50

The university spent $1.3 million upfront to install the panels. To break even, the present value of operating the panels should cover this cost:

$1,300,000 = $5.50 * X

Where X is the number of hours per year the panels need to operate. Solving for X:

X ≈ $1,300,000 / $5.50 ≈ 236,364 hours per year.

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Dwayne invests $4,700 in a savings account at the beginning of each of the next twelve years. if his opportunity cost rate is 7 percent compounded annually, how much will his investment be worth after the last annuity payment is made? use the equation method to calculate the worth of the investment. (round your answer to two decimal places.)​

Answers

Answer: Dwayne's investment will be worth $89,961.02 after the last annuity payment is made.

Since Dwayne contributes $4700 at the beginning of each year, we need to calculate the future value of an annuity due.

We use this formula for our calculations:

\mathbf{FV _(Annuity due) = PMT * \left [ ((1+r)^(n)-1)/(r) \right ]*(1+r)}

Substituting the values we get,

\mathbf{FV _(Annuity due) = 4700 * \left [ ((1+0.7)^(12)-1)/(0.07) \right ]*(1+0.07)}

\mathbf{FV _(Annuity due) = 4700 * \left [ \frac{2.252191589}-1}{0.07} \right ]*(1.07)}

\mathbf{FV _(Annuity due) = 4700 * \left [ \frac{1.252191589}}{0.07} \right ]*(1.07)}

\mathbf{FV _(Annuity due) = 4700 * 17.88845127 *(1.07)}

\mathbf{FV _(Annuity due) = 89961.02144}