Answer:
The method of gaining attention that Paul use is relating the topic to the audience.
Explanation:
Paul here is trying to get attention of his audience through relating the topic to them in such way that they understand the topic in the est way possible. What Paul is doing here is kind of an analogy , where he is relating the tremendous feats( playing 2130 games , with 17 hand fractures) of Lou Gehrig to completing the school without any leave and scoring A grade, through this kind of analogy Paul would be able to relate the topic to every person in the audience.
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Answer:
$62,160
Explanation:
Given:
Purchase price = $300,000
Down payment = 10% of purchase price = 0.1 × $300,000 = $30,000
Thus,
the cumulative amount to be financed = $300,000 - $30,000 = $270,000
The present value of an annuity of $1 per year for 8 years at 16% = $4.3436
Now,
Annual payment
= ( Cumulative Amount financed ) / ( Cumulative PV factor at 16% for 8 years)
= $270,000 / 4.3436
= $62,160.42
≈ $62,160
<h2>My suggestion is to read the job description which you want to apply and compare the present responsibilities and edit the resume as needed.</h2>
Explanation:
To list out the responsibilities the following might be helpful:
- Make the building disease free by mopping, vacuuming, sweeping
- Take the best care to fill restrooms and bathrooms for the personal care of the employees and customer
- Protects the building by cleaning up trash on time
- Bring business by doing duties on time
To list out the skill and attitude:
- Cautious about cleanliness
- Perfect in nature
- Adapt to change
- Protection is my ultimate goal
Answer:
2500 phones produced at $250 per phone
Max weekly revenue would be $625,000.
Explanation:
p = 500 - 0.1x
p is the price per unit
revenue = quantity * price/unit
R(x) = revenue = p(x)*x = 500x - 0.1x²
p(x) maximum when first derivative is set to 0
500 - 0.2x = 0 ==> x = 500/0.2 = 2500 quantities
price/unit : p = 500 - 0.1*2500 = 500 - 250 = 250
revenue :
r(2500) = 500*2500 - 0.1*2500²
r(2500) = 2500(500 - 250) = 625000
The company should produce 2500 phones each week at a price of $250
The maximum weekly revenue is $625000