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balandron [24]
3 years ago
15

How do you determine the acid-test ratio? The sum of cash and short-term investments divided by short-term debt. Current assets

divided by current liabilities. Current assets divided by short-term debt. The sum of cash, short-term investments and net receivables divided by current liabilities
Business
1 answer:
Alex Ar [27]3 years ago
3 0

Answer: The sum of cash, short-term investments and net receivables divided by current liabilities

Explanation: The acid test ratio, also known as the quick ratio, is a liquidity ratio that is used to determine the ability of a company to pay its current liabilities if it rises immediately. It is considered to be more stringent ratio than the current ratio.

It is concluded by dividing those current assets that can be converted into cash immediately with the current liabilities of the company.

Therefore, from the above we can conclude that the correct statement is D.

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Identify the incorrect statement about sales promotions.
Harman [31]

Answer:

a. Sales promotions have increased because of competition in emerging markets.

Explanation:

Competition in emerging markets is <u>irrelevant for sales promotions</u>. If you are present in a particular market, competition in other markets won't affect the efficiency of your sales promotions.

On the other hand, other statements are correct. Sales promotions are a great tool to hinder consumer price resistance, as they emphasize the benefits of the product and make the whole promotion more convincing.

Technology upgrades vastly affect and improve sales promotions (use of AR/VR in promotions, media, AI...). The wider market of ad agencies gives companies a better choice (with a more competitive price) of agencies that will conduct the sales promotions.

5 0
4 years ago
Which bank does not charge at all for using the ATM?
const2013 [10]
Bank A is the answer
6 0
3 years ago
A 63-year-old man presents to the office with hematuria, hesitancy, and dribbling. Digital rectal exam (DRE) reveals a moderatel
storchak [24]

Answer:

A 63-year-old man presents to the office with hematuria, hesitancy, and dribbling.

Digital rectal exam (DRE) reveals a moderately enlarged prostate that is smooth.

The PSA is 1.2.

The most appropriate management strategy to follow at this time is:

Explanation:

This 63 year-old-man is at  his elderly stage, meaning that it may have brought the enlargement of the prostate, as the DRE revealed, squeezing the urethra moderately and causing difficulty with urination such as a intermittent flow or dribbling, hematuria and hesitancy, so an urine flow study might be helpful to detect reduced urine flow associated with BPH (Benign Prostatic Hyperplasia).

Although his PSA level of 1.2 nanograms per milliliter (ng/mL) of blood is still in the normal range, a test must be performed to determine how fast is the PSA level is increasing, as it is associated with prostate cancer.

A questionnaire must be filled out to determine the type and severity of symptoms and if they have impacted his routine life.

Digital rectal examination (DRE): The physician inserts a gloved finger into the rectum (located next to the prostate) and feels the back of the prostate. Prostate cancers can sometimes be detected as lumps or bumps on the prostate here.

Depending on the results the patient could get a cystoscopy, which is a test that allows the physician to inspect the inside of the prostate, urethra channel and bladder, using a mini-camera inserted within a thin tube.

If the doctor finds cancer suspicious data, he might order a transrectal ultrasound, a transabdominal ultrasound or a prostate magnetic resonance imaging (MRI).

BPH is the most common urologists diagnosed disorder of the prostate gland in males between the ages of 45 and 76.

7 0
4 years ago
XYZ Company operates on a remote interstate highway. It provides premium services to truckers en route to remote locations. It h
Ganezh [65]

Answer:

c. value proposition based on differentiation and a niche clientele that is willing to pay for added value.

Explanation:

Since in the question it is mentioned that XYZ company provides the premium service also they have various number of competitors that offered the customer at less prices but at the same time this company meet the customer demand having the high quality service so here the value should be proportioned that depend upon on the differentiation also it would be pay for adding the value

Hence, the option c is correct

3 0
3 years ago
Bond P is a premium bond with a coupon rate of 10 percent. Bond D has a coupon rate of 5 percent and is currently selling at a d
mezya [45]

Answer:

Stock P's current yield = 8.18%

Stock D's current yield = 5.87%

Stock P's capital gains yield = -1.31%

Stock D's capital gains yield = 1.4%

Explanation:

price of bond P:

0.07 = {100 + [(1,000 - MP) / 10]} / [(1,000 + MP) / 2]

0.07 x [(1,000 + MP) / 2] = 100 + [(1,000 - MP) / 10]

0.07 x (500 + 0.5MP) = 100 + 100 - 0.1MP

35 + 0.035MP = 200 - 0.1MP

0.135MP = 165

MP = 165 / 0.135 = $1,222.22

price of bond D:

0.07 = {50 + [(1,000 - MP) / 10]} / [(1,000 + MP) / 2]

0.07 x [(1,000 + MP) / 2] = 50 + [(1,000 - MP) / 10]

0.07 x (500 + 0.5MP) = 50 + 100 - 0.1MP

35 + 0.035MP = 150 - 0.1MP

0.135MP = 115

MP = 115 / 0.135 = $851.85

current yield = dividend / stock price

Stock P's current yield = 100 / 1,222.22 = 8.18%

Stock D's current yield = 50 / 851.85 = 5.87%

price of bond P in one year:

0.07 = {100 + [(1,000 - MP) / 9]} / [(1,000 + MP) / 2]

0.07 x [(1,000 + MP) / 2] = 100 + [(1,000 - MP) / 9]

0.07 x (500 + 0.5MP) = 100 + 111.11 - 0.111MP

35 + 0.035MP = 211.11 - 0.111MP

0.146MP = 176.11

MP = 176.11 / 0.146 = $1,206.23

price of bond D in one year:

0.07 = {50 + [(1,000 - MP) / 9]} / [(1,000 + MP) / 2]

0.07 x [(1,000 + MP) / 2] = 50 + [(1,000 - MP) / 9]

0.07 x (500 + 0.5MP) = 50 + 111.11 - 0.111MP

35 + 0.035MP = 161.11 - 0.111MP

0.146MP = 126.11

MP = 126.11 / 0.146 = $863.77

capital gains yield = (P₁ - P₀) / P₀

Stock P's capital gains yield = (1,206.23 - 1,222.22) / 1,222.22 = -1.31%

Stock D's capital gains yield = (863.77 - 851.85) / 851.85 = 1.4%

6 0
3 years ago
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