It is a true statement that people receive an unemployment insurance benefit payment for more than 21 weeks.
<h3>What is an
unemployment insurance benefit payment?</h3>
This is a benefit that provide a temporary financial assistance to the unemployed workers who meet the requirements of State law.
In most states, the workers are eligible for up to 26 weeks of benefits from the regular state-funded unemployment compensation program.
Therefore, It is a true statement that people receive an unemployment insurance benefit payment for more than 21 weeks.
Read more about insurance benefit
<em>brainly.com/question/23586929</em>
#SPJ1
If the government imposes a per-unit tax on sales of an industry's product, then we would expect an increase in the prices of such a commodity and a corresponding drop in demand for it if the product's demand is elastic.
<h3>What is per unit tax?</h3>
Thus, it is right to state that If the government imposes a per-unit tax on sales of an industry's product, then we would expect an increase in the prices of such a commodity and a corresponding drop in demand for it if the product's demand is elastic.
There could also be a drop in the sales or supply of such products all things being equal.
Learn more about taxes at:
brainly.com/question/6427262
#SPJ11
Answer:
Money multiplier= 1 / reserve requirement
a. Reserve requirement = 0.09
Money multiplier = 1 / 0.09
Money multiplier = 11.11
b. Reserve requirement = 0.25
Money multiplier = 1 / 0.25
Money multiplier = 4
c. Reserve requirement = 0.12
Money multiplier = 1 / 0.12
Money multiplier = 8.33
d. Reserve requirement = 0.04
Money multiplier = 1 / 0.04
Money multiplier = 25
Answer:
The stock is the place where the online trading occurs but the market is the place where the actual trade occurs.
Explanation:
Answer:
Explanation:
Solution:
Parameters are u = 0.1, d = −0.1, 1 + r = e
0.5×0.08. So the risk-neutral probability is
p
∗ = 0.7. After evaluation of the options at the terminal nodes we use the risk-neutral
valuation to get (i)
πC(0) = e
−2(0.5×0.08) £
0.7
2 × 21 + 2 × 0.7(1 − 0.7) × 0 + (1 − 0.7)2 × 0
¤
= 9.61
and (ii)
πP (0) = e
−2(0.5×0.08) £
0.7
2 × 0 + 2 × 0.7(1 − 0.7) × 1 + (1 − 0.7)2 × 19¤
= 1.92
(iii) For put-call parity one has to verify S − πC + πP = Ke−r
, here :
100 − 9.61 + 1.92 = 100e
−0.08
.