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ludmilkaskok [199]
3 years ago
9

 Which of the following is least likely to be a safety concern in the shop? 

Business
1 answer:
Sonja [21]3 years ago
7 0
B maybe, not sure :P hopefully someone else will answer
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7 0
3 years ago
Describe the typical costs of a retiree. HURRY!!!!!! HURRY!!!!!HURRY!!!!!!!!
djverab [1.8K]
Hello there,

A typical cost of a retirement would be the following:

Perhaps the "Car of the year".

Smaller House/Smaller apartment.

Hope this helps.

~Jurgen


3 0
3 years ago
Read 2 more answers
A(n) _____ might be sent to a potential employer even when the employer does not have any job openings at the time to be kept on
Whitepunk [10]
It would probably be a résumé because they always hold onto it so they can consider it when there are job openings
5 0
3 years ago
Eric deposits 1000 into a bank account. The bank credits interest at a nominal annual rate of i convertible semiannually for the
FrozenT [24]

Answer:

1276.5

Explanation:

Today, Eric deposited an amount(PO) that is = 1000

The annual nominal Interest rate for the first 7 years = i  

This is convertible semiannually.

As such,

The semi-annual interest rate for first 7 years =\frac{i}{2}  

The number of semi-annual periods in 7 years (k) = 2*7 = 14

The magnitude of the deposit at end of year 7( P7),

= P7 ==  P0 * (1 + i/2)14 ------ equation 1

On the other hand,

The nominal interest rate after 7 years = 2i    which is convertible quarterly

The effective quarterly interest rate = \frac{2i}{4}=\frac{i}{2}

The number of quarters between the end of year 7 and year 10.5 = 4* (10.5 - 7) = 14

The amount of deposit at the end of year 10.5 year = P10.5  

P_{10.5}= P_{7} * (1 +\frac{i}{2}_{14}  ---equation 2

We are given the following:

P_{10.5} =1980

We shall thus substitute this value into the equation as

1980 = P_{7} *( 1 + i/2)14

Further, we have worked out that  

P7 ==  P0 * (1- i/2)14 *(1

       

We shall therefore substitute equation 1 into equation 2 as follows

1980 = P0 * (1+ i/2)14 *( 1 + i/2)14  

1980 = 1000* (1+ i/2)14 *( 1 + i/2)14  

This can also be rewritten as

1000* (1+ i/2)14 *( 1 + i/2)14  =1980

(1+ i/2)14 *( 1 + i/2)14  =1980/1000

(1+ i/2)28 =1.98

(1+ i/2) = 1.981/28

(1+ i/2) = 1.0247

i/2 = 1.0247 -1

i/2 = 0.0247

1 = 0.0247 *2 =0.0494

At the end of year 5, the amount has accumulated to an amount = X

X =  Po * ( 1 + i/2 )10

  = 1000 * ( 1 + 0.0494/2)10

   = 1000 * ( 1 + 0.0247)10

    = 1000 + ( 1.0247)10

    =   1000* 1.276467

  =  1276.5

6 0
3 years ago
N has a disability policy and suffers a covered loss. After elimination, what is the maximum time the insurer has to make a clai
agasfer [191]

Answer:

under the time payment of claims provision, the maximum time the insurer has to make payment for the claim is 60 days

Explanation:

time payment of claim provision is a provision that requires claims to nbe made within a stated days.

By legal actin provision, the insured is not allowed to take legal action against the insurer. This is due to the fact the claim legally run  within 60 days. So, the maximum time frame the insured has to make a claim payment under the time payment of claim provision is 60 days

5 0
3 years ago
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