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Evgesh-ka [11]
2 years ago
8

A bank customer receives an e-mail from a sender claiming to be a bank employee. The e-mail asks the customer to provide persona

l information and to call a phone number if he or she has any questions. The customer suspects the e-mail might be a phishing attempt. Which of the following responses is most likely to be a privacy risk for the bank customer?a) Calling the bank at its official phone number to ask whether the request for personal information islegitimateb) Calling the phone number given in the e-mail and providing the personal information over the phonec) Checking that the domain name of the sender’s e-mail address is associated with the bankd) Conducting aWeb search to see if other people have received similar requests for personal information
Business
1 answer:
Strike441 [17]2 years ago
6 0

The most likely response by the customer that will be a privacy risk is b) Calling the phone number given in the e-mail and providing the personal information over the phone.

<h3>How can you avoid Phishing?</h3>

Phishing refers to attempts by criminals to steal your personal information and use it to drain you financially.

In order to avoid them, never give your personal bank details over the phone because your bank will never ask for that, and don't communicate with anyone who asks for these details.

Find out more on phishing at brainly.com/question/2537406.

#SPJ1

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XYZ, Inc. is a seller of the good. XYZ sells a unit of the good to a buyer and then pays the tax on that unit to the government.
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Answer: $2

Explanation:

The Supply curve S1 represents the supply before tax. The equilibrium price at this point is therefore $3.

With taxes, the supply curve is S2 and the equilibrium price has now gone up to $5.

The amount that XYZ will be left with after paying the tax is:

= Price after tax - price before tax

= 5 - 3

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3 years ago
Rhonda bought a life insurance policy from Randy, and if Rhonda dies, the
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The beneficiary of the policy is C. Raymond

Explanation:

Life insurance policies work on the bid of the death of a person in that they pay or the insurance until their death or its maturation period so when they do die the person who is viable to get it will get the money

The beneficiary of a life insurance is never the one who is taking it but someone who is related to them usually a member of the family they want to secure after they die.

So, the beneficiary stands to get all the money which is the case here with Raymond as it is him to whom the company will pay the money.

5 0
4 years ago
Read 2 more answers
In a competitive market, a furniture company decides to use cheaper materials to decrease production costs and pass on the savin
Svetradugi [14.3K]

Answer:

Lowering the prices for customers

Explanation:

Competitive market is the market where there are many producers are competing with each other in order to provide or offer the goods and services needed to the consumer or customers.

So, in this market, the furniture company plans to use the cheaper materials in order to decrease the production costs and also pass the savings. This would be an example of the lowering or decreasing the price for the customers, which in turn increase the sales of the business.

3 0
3 years ago
You are managing a portfolio of $1 million. Your target duration is 10 years, and you can choose from two bonds: a zero-coupon b
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Answer:

Ai.Zero coupon bonds = 68.75%

Aii. Perpetuity= 0.3125

Bi. Zero coupon bonds = 70.58%

Bii. Perpetuity= 0.2942

Explanation:

ai. Calculation for How much of the zero-coupon bond

Duration of Zero Coupon Bond = 5 years

Duration of Perpetuity = 1.05/0.05 = 21 years

Using this formula

Dp=W×D1 +(1-W)×D2

Let plug in the formula

10 = 5w + (1 - w)21

10 = 5w + 21 - 21w

21w-10w=21-5

11w=16

w=11/16

w = 0.6875*100

w=68.75%

Zero coupon bonds = 68.75%

Therefore How much of the zero-coupon bond

you hold in your portfolio will be 68.75%

aii. Calculation for the perpetuity you will hold in your portfolio

Perpetuity= 1 - 0.6875

Perpetuity= 0.3125

Therefore the perpetuity you will hold in your portfolio will be 0.3125

bi. Calculation for how will these fractions change next year if target duration is now nine years

Duration of Zero Coupon Bond = (5 -1) =4years

Duration of Perpetuity = 1.05/0.05 = 21 years

Using this formula

Dp=W×D1 +(1-W)×D2

Let plug in the formula

9 = 4w + (1 - w)21

9 = 4w + 21 - 21w

21w-9w=21-4

12w=17

w=12/17

w = 0.7058×100

w=70.58%

Zero coupon bonds = 70.58%

Therefore How much of the zero-coupon bond

you hold in your portfolio will be 70.58%

bii. Calculation for the perpetuity you will hold in your portfolio

Perpetuity= 1 - 0.7058

Perpetuity= 0.2942

Therefore the perpetuity you will hold in your portfolio will be 0.2942

7 0
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