Answer:
current price = $1191.79
Explanation:
given data
time t = 15 year
annual coupon bonds rate = = 7.5 %
par value = $1000
interest rate = 5.5%
maturity time = 14 year
to find out
current price of the bonds
solution
we get here first annual coupon rate = 7.5% of 1000
annual coupon rate C = $75
so now we get current price of bond
current price of the bonds =
.................1
put here value
current price =
current price = 
solve it we get
current price = $1191.79
Answer:
match its core competencies
Explanation:
The core competency of Mayo clinic is top-quality medical care. They have become so good at this core competency that they are globally sought after by even by presidents and dictators.
Their reputation developed by this core competency made them to also open new locations to meet customer needs.
If the client has not suffered any attacks, why is it still necessary to update their system because only businesses with older systems are targeted by attackers.
<h3>Why is it
important to have a new security system?</h3>
Updates to systems, accounts, systems, and applications aren't just requested when there's a security breach on the system; in the case of apps or programs, the addition of new features and bug patches may prompt a developer update.
Thus, option A is correct.
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The government may either sell goods or render services like train, city bus, electricity, transport, posts and telegraphs, water supply, etc. The government also earns revenue from the production of commodities like steel, oil, life-saving drugs, etc.
Answer:
Control limits for x_bar are between 59.076 and 60.924
Control limits for R are between 0.669 and 5.331
Explanation:
Given data:
x_bar = 60 mph
n = 10
R = 3 mph
Step 1: Factors (see table attached)
At n = 10, factors for computing control charts limits are,
A2 = Mean factor = 0.308
D3 = Lower range = 0.223
D4 = Upper range = 1.777
Step 2: Control limits for x_bar
Lower Control limit:
LCL = x_bar - A2*R = 60 - (0.308)(3) = 60 - 0.924 = 59.076
Upper Control limit:
UCL = x-bar + A2*R = 60 + (0.308)(3) = 60 + 0.924 = 60.924
The control limits for x_bar are between 59.076 and 60.924
Step 3: Control limits for R
Lower Control limit:
LCL = D3*R = 0.223(3) = 0.669
Upper Control limit:
UCL = D4*R = 1.777(3) = 5.331
The control limits for R are between 0.669 and 5.331
Hope this helps!