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mihalych1998 [28]
3 years ago
8

Which investment type typically carries the least risk

Business
2 answers:
nika2105 [10]3 years ago
7 0
Investments in government
or you can call them Treasury bonds
iren [92.7K]3 years ago
5 0
I think it would be the fixed income market. Hope this helps you.
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Individual marketing across segments creates more total sales than any other type of marketing. ​
Flura [38]

Answer:

false

Explanation:

7 0
3 years ago
What are the three conditions for a market to be perfectly​ competitive? For a market to be perfectly​ competitive, there must b
xz_007 [3.2K]

Answer:

There are 4 conditions that make a market to be perfectly competitive:

  1. There must be a large number of buyers and sellers, and each one must be relatively small.
  2. All the sellers produce identical products or services.
  3. There are no barriers for entry or exit.
  4. All the buyers and sellers are price takers, no one can set the price at their own will.

5 0
3 years ago
Suppose that the demand for steel in Japan is given by the equation Qd S = 1200 – 4PS + PA + PT, where QS is the quantity of ste
timurjin [86]

Answer: See explanation below for answer.

Explanation:

a) In equilibrium the quantity supplied will equal the quantity demanded in all three markets. Algebraically this implies:

Qd S = Qs S

Qd A = Qs A

Qd T = Qs T

Substituting in the given curves implies:

1200 - 4PS + PA + PT = 4PS

1200 - 4PA + PS + PT = 4PA

1200 - 4PT + PS + PA = 4PT

Solving the first equation for PT and substituting into the second equation implies:

1200 - 4PA + PS + (8PS - PA - 1200) = 4PA

9PS = 9PA

Cancel 9 on both sides, we have:

=> PS = PA

Substituting these results into the third equation implies:

1200 - 4(8PA - PA - 1200) + PA + PA = 4(8PA - PA - 1200)

=> 10800 = 54PA

=> PA = 200

At:

PA = 200

PS = 200

PT = 200

The equilibrium quantities are:

QA = 800

QS = 800

QT = 800

b) Substituting the new supply curve for steel into the equilibrium condition, we have:

1200 - 4PS + PA + PT = PS

1200 - 4PA + PS + PT = 4PA

1200 - 4PT + PS + PA = 4PT

Again solving for PT in the first equation and substituting into the second equation, we have:

1200 - 4PA + PS + (5PS - PA - 1200) = 4PA

=> 6PS = 9PA

=> PS = 1.5PA

Substituting these results into the third equation, we have:

1200 - 4(5(1.5PA) - PA - 1200) + 1.5PA + PA = 4(5(1.5PA) - PA - 1200)

=> 10800 = 49.5PA

=> PA = 218.18

At:

PA = 218.18

PS = 327.27

PT = 218.18

At these prices, the equilibrium quantities are:

QA = 872.72

QS = 327.27

QT = 872.72

The shift in the supply of steel raises the equilibrium price for all three goods, lowering the equilibrium quantity of steel and raising the equilibrium quantities of aluminum and titanium. This last effect comes as a result of the demand curves for aluminum and titanium increasing in response to the shift in the steel supply curve.

c) Returning to the original equilibrium, this shift in the demand for aluminum implies:

1200 - 4PS + PA + PT = 4PS

1500 - 4PA + PS + PT = 4PA

1200 - 4PT + PS + PA = 4PT

Solving the first equation for PT and substituting into the second equation, we have:

1500 - 4PA + PS + (8PS - PA - 1200) = 4PA

=> 9PS + 300 = 9PA

=> PS = PA - 33.33

Substituting these results into the third equation, we have:

1200 - 4(8(PA - 33.33) - PA - 1200) + (PA - 33.33) + PA = 4(8(PA - 33.33) - PA - 1200)

=> 12900 = 54PA

=> PA = 238.89

At:

PA = 238.89

PS = 205.56

PT = 205.56

At these prices, the equilibrium quantities are:

QA = 955.56

QS = 822.24

QT = 822.24

An increase in the demand for aluminum will raise the equilibrium prices and quantities in all three markets. The price and quantity in the steel and aluminum industries increase because as the price of aluminum rises, the demand for steel and titanium increases.

5 0
3 years ago
Schwartz Industry is an industrial company with 100 million shares outstanding and a market capitalization (equity value) of $4
Fudgin [204]
I have to think again about this answer. I will get back! 2.22
6 0
3 years ago
Sue can either borrow $10,\!000$ dollars for $5$ years with a simple interest of $7\%$ annually or an interest which compounds a
dalvyx [7]

She would  have to pay back for the more expensive interest than the less expensive interest which will be calculated in the form of simple interest and compound interest .

Simple interest

10000 x .07 = 700

700 x 5 = 3500

total 13500

Compund interest

10000(1.06)^5 = 13382.26

13500 - 13382.26 = 117.74

118 rounded

Learn more about simple interest and compound interest here :

brainly.com/question/25663053

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3 0
2 years ago
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