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Zielflug [23.3K]
3 years ago
9

Explain the relationship between deductibles and premiums

Business
1 answer:
lesya692 [45]3 years ago
5 0

Answer:

join bmt-cnup-egu on meet

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.

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Jeff and Riley were married for 35 years when Riley died in July of 2016. The couple have two children who are 6 and 10 years ol
blondinia [14]

Answer:

(D) I think

Explanation:

When your husband or spouse dies,you file as a widower. If he has children he could get extra benefits because he can file his kids as a Dependent on his Taxes.

Hope this helps:)!

Stay beautiful ❤️

6 0
3 years ago
Deshawn has spent $600 purchasing and repairing an old fishing boat, which he expects to sell for $900 once the repairs are comp
sveticcg [70]

The correct answer is He should complete the repairs and sell the boat for $900

Deshawn has spent $600 purchasing and repairing an old fishing boat, which he expects to sell for $900 once the repairs are complete. Deshawn discovers that, in addition to the $600 he has already spent, he needs to make an additional repair, which will cost another $400, in order to make the boat worth $900 to potential buyers. He should complete the repairs and sell the boat for $900.

3 0
3 years ago
Risk pooling is a strategy that attempts to use fewer warehouses to decrease the required safety stock levels since the negative
shepuryov [24]

Answer: (A) True

Explanation:

    Yes, the given statement is true that the risk pooling is one of the type of strategy which basically helps in explaining about the demand variability and also decrease the aggregate demand variance in the market.

 The main objective of the risk pooling is to maintain the inventory stock level and also avoiding the out of stock situation in the management.

By using the risk pooling strategy the various types of warehouse and companies are reduce the level of safety stock in the supply chain management and also transferring their risk to another organization such as insurance company.

 Therefore, the given statement is true.

6 0
3 years ago
You've borrowed $20,000 on margin to buy shares in ixnay, which is now selling at $40 per share. your account starts at the init
zzz [600]

Answer:

a. will you receive a margin call?

No you wouldn't. You borrowed $20,000 on the margin which means that you invested $20,000 of your own money. You purchased 1,000 stocks (= $40,000 / $40) of ixnay at $40, and now the stock price is $35. This means that you lost $5,000, and you percentage on the margin = $15,000 / $35,000 = 43%. Since the maintenance margin is 35%, you are still in.

b. how low can the price of ixnay shares fall before you receive a margin call?

we can use the following formula = (1,000price - $20,000)/1,000price = 35%

350price = 1,000price - $20,000

$20,000 = 1,000price - 350price = 650price

price = $20,000/650 = $30.769 ≈ $30.77 or lower

3 0
3 years ago
The cost of producing q units is C(q) = 4 + 5q + 2q2. Please answer the following questions (10 % each, 20 % total):
MatroZZZ [7]

Answer:

(a) 11

(b) 13

Explanation:

The Total Cost is given in the question as follows:

Total Cost = C(q) = 4 + 5q + 2q^{2} ..................................................... (1)

Average cost (AC(q)) is calculated as Total Cost (C(q)) divided by quantity (q). This can be stated in mathematical equation as follows:  

Average  Cost = AC(q) = C(q)/ q = (4 + 5q + 2q^{2})/q .................... (2)

(a) When q = 2, the value of q which is 2 is substituted for it in equation (2) to obtain Average Cost as follows:

Average  Cost = AC(2) = C(2)/ 2 = [4 + 5(2) + 2(2^{2})]/2

                                                    = [4 + 10 + 2(4)]/2

                                                    = (4 + 10 + 8)/2

                                                    = 22/2                                                    

Average  Cost = AC(2) = C(2)/ 2 = 11

(c) Marginal Cost, MC(q) = C'(q), simply means change in the Total Cost, C(q), as a result of one unit change in the quantity. This can be obtained by differentiating the Total Cost, C(q), with respect to q. Since our Total cost function, C(q), is already given in equation (1) above, we can therefore differentiate it with respect to q and obtain MC(q) = C'(q) as follows:

Marginal Cost = MC(q) = C'(q) = 5 + 4q .................................... (2)

The marginal cost of producing 2 units also implies that q = 2. We therefore 2 for q in equation (2) to obtain marginal cost of producing 2 units as follows:

Marginal Cost = MC(q) = C'(q) = 5 + 4(2)

                                                    = 5 + 8

Marginal Cost = MC(q) = C'(q) = 13

I wish you the best.

6 0
3 years ago
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