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alexgriva
1 month ago
15

The above plot shows three fits to data a student collected in a load deflection test: linear, power function, and log-linear. t

he student doesn't know anything about the expected behavior of the material. based solely on the information shown in the plot, which is the best fit to the data?
Business
1 answer:
arsen [3.4K]1 month ago
4 0
The log-linear model appears to fit the data the best.

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The management of a chain electronic store would like to develop a model for predicting the weekly sales (in thousands of dollar
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Answer

The solutions and explanations for the exercise are included in the corresponding documents attached.

Explanation

You will find the necessary procedures, formulas, or explanations in the documents provided below. Feel free to ask if you have any questions so I can clarify your doubts kindly.

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What does Brett helsel do in a typical work day
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According to the BRANDZ model of brand strength, brand building involves people progressing through a sequential series of steps
Katen [3525]
A) Presence. A brand represents an identifiable symbol for a specific product made by a certain company. The BRANDZ MODEL, created by Millward Brown and WPP, examined how the process of brand development links to customer concerns. Knowing the duration of a product brand's existence prompts consumers to ask, "What do I know about it?"
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22 days ago
[Same investments as the prior question] Suppose two local start-ups are raising funding by issuing shares of equity at $10,000
marusya05 [3725]

Answer:

You should invest in the brewery's shares.

Explanation:

As investors, our priority is to optimize returns while minimizing risks. Balancing these two goals can be challenging, so it's important to evaluate stocks to identify those offering better returns with equal or lower risk.

  • Investment amount for both = $10,000
  • Anticipated returns in 5 years = $5,000 (for both)
  • However, the distillery's stock has a higher likelihood of appreciating in value, which is significant.

While both investments appear similarly risky, they differ in reality. To calculate expected returns, we assess potential returns against their probabilities. I can't clarify how the previous expected returns were derived, but the following breakdown illustrates my argument:

stock B                    return         probability        expected return

great                        100%             25%                    25%

normal                        50%             50%                    25%

bad                             0%              25%                     0%

total                                            100%                    50%

stock D                    return         probability        expected return

great                        100%             30%                    30%

normal                        50%             40%                    20%

bad                             0%              30%                     0%

total                                            100%                    50%

Though both stocks have identical expected returns, stock B carries a lower investment risk due to a reduced chance of loss.

4 0
1 month ago
By the time you retire exactly at age 70 you will have saved $700,000 into your diversified portfolio of mutual funds, bonds, an
harina [3808]

Answer:

The result is: $9,625

Explanation:

To determine this, we first need to calculate the future value of the invested amount over 10 years at an annual interest rate of 6.5%.

FV = P + (P × R × T )

where:

FV = Future value

P = Principal = $700,000

R = Interest rate in decimal = 6.5% = 0.065

T = Time = 10 years

Additionally, ( P × R × T ) represents the simple interest formula for the invested sum.

Thus, FV = 700,000 + ( 700,000 × 0.065 × 10 )

FV = 700,000 + 455,000 = $1,155,000

Next, we need to find out how much can be withdrawn every month over 10 years. First, we calculate the total number of months in 10 years:

1 year = 12 months

Therefore, 10 years = 12 × 10 = 120 months

Finally, the monthly withdrawal amount can be calculated as follows:

Monthly withdrawal = Total amount ÷ number of months

= 1,155,000 ÷ 120 = $9,625.

4 0
2 months ago
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