Answer:
Coupon= $30 per period.
20 period for semi annual coupon payment.
28.148% discount rate
Explanation:
1.) Coupon rate * face value of bond = coupon
semi annual rate =6%/2=3%
Coupon= 1000 *3%= $30 per period.
2.) t= number of periods = years of maturity * coupon payment semi-annual
t= 10 * 2 = 20 periods.
3. Discount rate formula =C+[(F-P)/t] / (F+P/2)
where C=coupon payment annual
F= face value of security
P=price of security= 1000 *8%=80
t= years of maturity.
so we have⇒ 60+[(1000-80)/10]/(1000+80)/2
=152/540
=28.148%
Answer:
a lot of money was spent this year
Answer:
Option (a) is correct.
Explanation:
Given the marginal utility per dollar for the two products as follows:
All the individuals wants to maximize their utility that is obtained from the consumption of goods. We can see that marginal utility per dollar of product A is higher than the marginal utility per dollar of product B which means that this consumer should purchase more quantity of product A and less quantity of product B.
It is going on until the point at which marginal utility per dollar of both the products becomes equal.
I would say C is the answer bc that’s would i would do in that situation.
Answer:
At Price =
Quantity demanded =
At Price =
Quantity Demanded =
Now,
Above formula if used will give the correct answer related to Price Elasticity of Demand.
Another variant of above formula is also being used on prominent basis.
Utilization of any of the above Formula will give the ideal outcome in estimating Price elasticity of demand.