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joja [24]
3 years ago
14

About three hours after he falls asleep, Bobby often sits up in bed screaming incoherently. Hismother tries to awaken him, but w

ith no success. The next morning, he remembers nothing. Itappears that Bobby suffers from
A. night terrors.
B. narcolepsy.
C. sleep spindles.
D. sleep apnea
Business
1 answer:
Alla [95]3 years ago
6 0

Answer:

A. Night Terrors

Explanation:

Night terrors also known as sleep terrors are occurrences similar to nightmares involving intense screaming, intense fear, crying and thrashing while still sleeping. It is also often accompanied with sleep walking and all these while the person is still unconscious or in deep sleep.

The episodes often begin with screams and shouts, followed by sitting up on the bed with eyes wide open, heavy sweats, dilated pupils and heavy breathing among others.

Most times as well, the person who suffers from night terrors would have little or no memory of the event by the next morning.

Night terrors should be reported to medical practitioners if it continues for a long time, happens frequently and the safety of the victim is becoming a concern from aggressive episodes of thrashing and violent behavior.

If Bobby's episodes become more frequent and more violent, then Bobby's mother should report the case to a certified medical practitioner.

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What is my name and who knows it
vodomira [7]

Answer:

goodmorning bbygirl

Explanation:

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4 years ago
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In 2009, Harold deposited $50,000 in an account paying 6% annual interest. Harold wants to make five equal annual withdrawals fr
denpristay [2]

Answer:

Present value (PV) = 50,000

Future value (FV) = X

Rate of Interest (R) = 6%

No. of years (N) = 17

Balance Remain at the end of 17 years is 100,000

Thus, the Computation is as follows

FV = PV*((1+R/100)^N)/(1+R/100)  

FV= 50,000*((1+6/100)^17) / (1+6/100)

FV= 50,000*((1.06)^17) / 1.06

FV= 50000*2.7/1.06

FV= 135,000/1.06

FV = $127,358.49

Amount is required in the account = $ 100,000  

As, the total amount of 5 withdrawals ($127,358.49 - $100,000) = $27,358.49

The equal amount of Annual Withdrawal (Total Withdrawal / 5) = $5,468.82

5 0
3 years ago
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You are given the following information concerning Around Town Tours:Debt: 7,500, 6.8 percent coupon bonds outstanding, with 11
gtnhenbr [62]

Answer:

9.0%

Explanation:

Calculation to determine the WACC for this firm

First step

Common stock=284,000 × $68

Common stock= $19,312,000

Second step is to calculate the Preferred stock

Preferred stock=9,000 × $88

Preferred stock= $792,000

Debt= 7,500 × .979 × $1,000

Debt = $7,342,500

Value = $19,312,000 + 792,000 + $7,342,500

Value= $27,446,500

Second step

RE = .041 + 1.04(.146-.041)

RE= .1502

RE = ($2.62 /$68) + .025

RE= .0635

Average RE = (.1502+ .0635)/2

Average RE = .1069

RP = $8/$88

RP = .0909

Fourth step

$979 = [(.068 × $1,000) / 2] × ({1- 1 / [1 + (r/ 2)]22} / (r / 2)) + $1,000 / [1 + (r / 2)]22

r = 7.08 %

Now let calculate the WACC

WACC = ($19,312,000/$27,446,500)(.1069) + ($792,000/$27,446,500)(.0909) + ($7,342,500/$27,446,500)(.0708)(1 -.34)

WACC= .090*100

WACC=9.0 %

Therefore the WACC for this firm is 9.0%

7 0
3 years ago
An investor enters into a short oil futures contract when the futures price is $15.5 per barrel. The contract size of 100 barrel
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Answer:

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Explanation:

Calculation to determine How much does the investor gain or lose if the oil price at the end of the contract equals $14.0

Using this formula

Gain or Loss =(Futures price- Ending contract)*Contract size

Let plug in the formula

Gain or Loss=$15.5 per barrel- $14.0* 100 barrels

Gain or Loss=$1.5*100

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Artyom0805 [142]
The answer is B. Capital 
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3 years ago
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