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elixir [45]
2 years ago
5

John and Jean are married and decide to open three separate accounts for their money. What is the most likely reason for their d

ecision?
a) They have too much money and can’t keep it in a single account.
b) John and Jean are part of a dual-income family.
c) The bank does not allow more than one person to open an account.
d) They want someone else to handle their finances.
Business
2 answers:
Anni [7]2 years ago
6 0
Im pretty sure the answer is B
Ad libitum [116K]2 years ago
5 0
The answer should be B. Hope this helps!<span>
.</span>
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marysya [2.9K]

<span>The answer is D. Major medical insurance.</span>

This usually covers all healthcare including prescription medicine and out-patient costs and even other services like physical therapy and mental health. Unlike basic health care, this kind of insurance sets a limit on your medical expenses, even if you have very costly treatment.

6 0
2 years ago
Read 2 more answers
When producers receive a subsidy, sellers receive a:
Vesnalui [34]

Answer:

b. lower price than the pre-subsidy equilibrium, and buyers pay a lower one.

Explanation:

A subsidy is a governments intervention in the form of cash or tax cuts. The government offers subsidies to producers to motivate them to produce more or to lower their cost of production.  As a result,  there will be more products in the market or goods will be cheaper.

Equilibrium price refers to the price determined by the forces of supply and demand. It is the intersection of the demand and supply curve. It is the price that buyers are willing to pay for a certain quantity of a product; all other factors held constant.

Should a producer receive a subsidy, It will lower his cost of production. The producer's output will cost less.  He can afford to offer sellers a lower price as a result of the subsidy.  The traders will be able to sell the products in the market at a low price compared to a situation with no subsidy.

7 0
3 years ago
Mika decides to rent instead of buy because it is the cheapest option over the first 3 years. his move-in costs are one month's
Vika [28.1K]
Its "C" 828 i just took the test 
4 0
3 years ago
A tile manufacturer has supplied the following data: Boxes of tiles produced and sold 520,000 Sales revenue $ 2,132,000 Variable
Greeley [361]

Answer:

vdf

Explanation:

vnfdhhddhehejejrjrjrjrjrjrrururrirjriririrkrkrkr

3 0
3 years ago
A bond has a 7.5% annual coupon rate with 4 years to maturity and pays annual coupon. par value is $1000
AveGali [126]

Answer:

1.1 Inflow (Coupon payment ) = $1000 * 7.5% = $75

  Year     Inflows    Pvf at 5%     Present value

      1            75        0.952381     71.43

      2            75       0.907029    68.03

      3            75       0.863838     64.79

      4            75       0.822702     61.70

      4           1000    0.822702     822.70

   Total                                       1,088.65

Price of Bond, when yield to maturity is 5% = $1088.65

1.2   Year     Inflows    Pvf at 5.2%     Present value

           1            75          0.95057           71.29

          2            75          0.9035839        67.77

          3            75          0.85892             64.42

          4            75          0.816464            61.23  

          4          1000        0.816464            816.46

Total                                                           1,081.18

Price of Bond, when yield to maturity is 5.2% =$1081.18

1.3  Change in price of Bond = (Decrease in price of bond / price of bond ) * 100

= $7.47 / 1088.65 *100

= 0.69%

Change in price of Bond when yield increases by 0.2%( i.e Decrease in price of bond)

= $1088.65 - $ 1081.18

= $7.47

1.4   Year    Inflows    Pvf at 5%       P. value    Year*P. value

        1          75          0.9523809    71.43            71.43

        2         75          0.907029       68.03           136.05

        3         75          0.863838        64.79           194.36

        4         75          0.822702        61.70            246.81

        4        1000       0.822702       822.70         3,290.81

     Total                                           1,088.65        3,939.47

Modified duration = Bond duration / ( 1+YTM)

= 3.6187 / ( 1+0.05)

= 3.446

Bond Duration = Sum of (PV of inflows) / Sum of (Year*PV of inflows)

= $3,939.47 / $1088.65

= $3.6187

1.5 % Change in price of bond = (-1 * Modified duration * % change in YTM in term of basis point)

= ( -1 * 3.446 * 0.2)

= -0.69 %

6 0
2 years ago
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