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zepelin [54]
1 year ago
9

Based on angelique’s busy lifestyle, which other consequences might she experience? check all that apply. less appetite dozing o

ff in class more likely to get sick being bullied getting distracted
Business
1 answer:
Kamila [148]1 year ago
6 0

Based on Angelique’s busy lifestyle,  other consequences might she experience are

  • dozing off in class
  • more likely to get sick
  • getting distracted

This is further explained below.

<h3>What is lifestyle?</h3>

Generally, The three pillars upon which a healthy lifestyle is built are proper diet, regular physical activity, and sufficient rest. Maintaining a healthy lifestyle keeps you fit, gives you more energy, and lowers the chance of developing the illness. The World Health Organization defines healthy living as a manner of life that enables one to take pleasure in a greater variety of life experiences.

<h3>What is bullying?</h3>

Research on bullying has, historically speaking, been dominated by large-scale cohort studies that have mostly focused on the personality features of bullies and victims. The prevalence of bullying, risk and protective variables, as well as the damaging effects of bullying, are the subjects of this research.

In conclusion, Other potential repercussions of Angelique's hectic lifestyle include falling asleep in class, an increased risk of becoming ill, and a heightened propensity to get distracted.

Complete Question

Angelique is a high school sophomore. She has a busy schedule that is packed with athletic activities, a social life, and homework. Often her afternoons and evenings are split between sports and friends, so she stays up late to catch up on homework. Most nights she gets between five to six hours of sleep. As a result, she wakes up each morning feeling tired.

Based on Angelique's busy lifestyle, which other consequences might she experience? Check all that apply.

-less appetite

-dozing off in class

-more likely to get sick

-being bullied

-getting distracted

Read more about lifestyle

brainly.com/question/1876980

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$500 million

Explanation:

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Decrease in money supply = $50 million ÷ reserve ratio

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= $500 million

If $50 million were used to repay loans, that will have raised money supply. Thus, buying $50 million in government securities from the fed reduces the supply of capital.

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B

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The equivalent units in beginning work in process inventory plus the equivalent units in ending work in process inventory equals
vivado [14]

Answer:

False

Explanation:

The formula for equivalent units units as follows:

Opening Work in Process + Equivalent units on which the work is done - Closing Work in process = Units Transferred

Therefore, ideally,

Opening work in process - Closing work in process = Units transferred - Equivalent units on which work is done.

As adding all the cost incurred during the period to opening inventory of work in process, we get the total cost for the period, thereafter, deducting the cost allocated to closing work in process we get the value of goods produced and transferred.

<u>Therefore, above statement is false.</u>

8 0
3 years ago
At the end of this month, Les will start saving $200 a month for retirement through his company's retirement plan. His employer
aleksklad [387]

Answer:

Amount per month (A) = $200 + $0.50 x $200 = $300

Interest rate (r) = 8.25% = 0.0825

Number of years (n) = 30 years

No of compounding periods in a year (m) = 12

Future value = ?

FV = A(1 + r/m)nm - 1)

               r/m

FV = $300(1 + 0.0825/12)30x12 - 1)

                       0.0825/12

FV = $300(1 + 0.006875)360 - 1)

                   0.006875

FV = $300(1.006875)360 - 1)

                 0.006875

FV = $300 x 1,568.218999

FV = $470,465.70

The correct answer is D

Explanation:

In this case, there is need to apply the formula for future value of an ordinary annuity on the ground that compounding is done monthly. In the formula, monthly deposit (A) is $300, number of years is 30 years and interest rate (r) is divided by 12 because compounding is done on monthly basis. The number of years is also multiplied by the number of times interest is compounded in a year.

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Answer:

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