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eduard
3 years ago
12

Liquidity ratios are used to measure a firm's ability to meet its obligations as they come due. Two of the most commonly used li

quidity ratios are the: (1) Current ratio and (2) Quick, or acid test, ratio. The current ratio is the most commonly used measure of solvency. Its equation is:______.
If a firm is having financial difficulty, it typically begins to pay its accounts payable more slowly and to borrow from the bank—both of which will increase its current causing a decline in the current ratio. The quick ratio is a measure of a firm's ability to pay off obligations without relying on the sale of, which are typically the least liquid of a firm's current assets. Its equation is:________.
Business
1 answer:
ZanzabumX [31]3 years ago
3 0

Explanation:

The equation of the current ratio is shown below:

Current ratio = Total Current assets ÷ total current liabilities

It shows a relationship between the total current assets and the total current liabilities and it is always expressed in times

And, the equation of the quick ratio is shown below:

Quick ratio = Quick assets ÷ total current liabilities

where,

Quick assets = Cash and cash equivalents + short-term investments + Accounts receivable (net)

It is also always expressed in times. Moreover, the inventory is the least liquid  firm current assets

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Answer:

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Answer:

The function/formula for PV is PV(Rate,Nper,PMT,FV) where Rate = YTM, Nper = Period, PMT = Coupon Payment and FV = Face Value of Bonds.

a. <u>Miller Bond</u>  

Here, Rate = 6%/2 = 3%, Nper = 18*2 = 36, PMT = 1,000*8%*1/2 = $40 and FV = $1,000 [we use 2 since the bond is semi-annual]  

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Bond Price = $1,218.32

 

<u>Modigliani Bond</u>

Here, Rate = 8%/2 = 4%, Nper = 18*2 = 36, PMT = 1,000*6%*1/2 = 30 and FV = $1,000 [we use 2 since the bond is semi-annual]

Bond Price = PV(4%,36,30,1000)

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b.   1 Year from Now

<u>Miller Bond</u>

Here, Rate = 6%/2 = 3%, Nper = 18*2 = 34, PMT = 1,000*8%*1/2 = $40 and FV = $1,000 [we use 2 since the bond is semi-annual]  

Bond Price = PV(3%,34,40,1000)

Bond Price = $1,211.32

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<u>Modigliani Bond</u>  

Here, Rate = 8%/2 = 4%, Nper = 17*2 = 34, PMT = 1,000*6%*1/2 = 30 and FV = $1,000 [we use 2 since the bond is semi-annual]

Bond Price = PV(4%,34,30,1000)

Bond Price = $815.89

9 Years from Now  

<u>Miller Bond</u>

Here, Rate = 6%/2 = 3%, Nper = 9*2 = 18, PMT = 1,000*8%*1/2 = $40 and FV = $1,000 [we use 2 since the bond is semi-annual]  

Bond Price = PV(3%,18,40,1000)

Bond Price = $1,137.54

 

<u>Modigliani Bond</u>

Here, Rate = 8%/2 = 4%, Nper = 9*2 = 18, PMT = 1,000*6%*1/2 = 30 and FV = $1,000 [we use 2 since the bond is semi-annual]

Bond Price = PV(4%,18,30,1000)

Bond Price = $873.41  

13 Years from Now

<u>Miller Bond</u>

Here, Rate = 6%/2 = 3%, Nper = 5*2 = 10, PMT = 1,000*8%*1/2 = $40 and FV = $1,000 [we use 2 since the bond is semi-annual]  

Bond Price = PV(3%,10,40,1000)

Bond Price = $1,085.30

<u>Modigliani Bond</u>

Here, Rate = 8%/2 = 4%, Nper = 5*2 = 10, PMT = 1,000*6%*1/2 = 30 and FV = $1,000 [we use 2 since the bond is semi-annual]

Bond Price = PV(4%,10,30,1000)

Bond Price = $918.89  

17 Years from Now  

<u>Miller Bond</u>

Here, Rate = 6%/2 = 3%, Nper = 1*2 = 2, PMT = 1,000*8%*1/2 = $40 and FV = $1,000 [we use 2 since the bond is semi-annual]  

Bond Price = PV(3%,2,40,1000)

Bond Price = $1,019.13  

<u>Modigliani Bond</u>  

Here, Rate = 8%/2 = 4%, Nper = 1*2 = 2, PMT = 1,000*6%*1/2 = 30 and FV = $1,000 [we use 2 since the bond is semi-annual]

Bond Price = PV(4%,2,30,1000)

Bond Price = $981.14

18 Years  

<u>Miller Bond</u>

Here, Rate = 6%/2 = 3%, Nper = 1*2 = 2, PMT = 1,000*8%*1/2 = $40 and FV = $1,000 [we use 2 since the bond is semi-annual]  

Bond Price = PV(3%,0,40,1000)

Bond Price = $1,000

<u>Modigliani Bond </u>

Here, Rate = 8%/2 = 4%, Nper = 0, PMT = 1,000*6%*1/2 = 30 and FV = $1,000 [we use 2 since the bond is semi-annual]  

Bond Price = PV(4%,0,30,1000)

Bond Price = $1,000

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3 years ago
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