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rjkz [21]
4 years ago
12

The lure of _______________ motivates entrepreneurs to take risks and start businesses.

Business
1 answer:
tester [92]4 years ago
8 0
"Money". The lure of money motivates entrepreneurs to take risks and start businesses. Different individuals who are wanting to earn more money are lured into being entrepreneurs. The motivation of earning money, creates the mind set of an entrepreneur to risk for better rewards.
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Project manager Claire and her team need to minimize project risks. Help them match the step to minimize risk to what each step
Neko [114]

Answer:

Determine which risks goes with prioritizing

Take into consideration goes with identifying

Relate to contingency goes with mitigating

and

Determine the likelihood goes with evaluating

Explanation:

I did the test and got it correct! Hope this helps :) For Edmentum/Plato

3 0
3 years ago
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While recruiting the sales force, sales managers prefer salespeople who:​?
Damm [24]
<span>Sales managers prefer salespeople who, 1) have initiative, 2) are charismatic, 3) are hard workers, and 4) responsible. A sales manager would not want to hire a person who is not willing to put in work to make a sale or will come off unprofessional or otherwise rude. Friendly, charismatic people make sales: not rude, unprofessional slobs.</span>
7 0
4 years ago
Your restaurant accurate positioning in the market place is important
4vir4ik [10]
Yes

becase if u place it by a famous restaurant your get a better chance of pepole comeing to u
6 0
3 years ago
A bond has a par value of $1,000, a current yield of 6. 90 percent, and semiannual coupon payments. the bond is quoted at 101.17
poizon [28]

If the bond's par value is $1000,current yield be 6.90% and the bond is quoted at 101.17 then the each coupon payment is $34.9.

Given the bond's par value is $1000,current yield be 6.90% and the bond is quoted at 101.17.

We are required to find the amount of each coupon payment.

Bond value=$1000

Current yield=6.90%=0.0690

Bond quoted=101.17

Payment method=Semi annual =2 payments

Computation of annual coupon amount:

Current yield=Annual coupon/(Bond value*Bond quoted)

0.0690=Annual coupon/(1000*101.17%)

0.0690=Annual coupon/1011.7

Annual coupon=1011.7*0.0690

Annual coupon=$69.8073

Computation of each payment:

Each payment=Annual coupon /2 payment

Each payment=69.8073/2

Each payment=34.90365

Hence the amount of each payment of bond having par value of $1000 is $34.9.

Learn more about bond at brainly.com/question/25965295

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6 0
2 years ago
Abey Kuruvilla, of Parkside Plumbing, uses 1,200 of a certain spare part that costs $25 for each order, with an annual holding c
Rina8888 [55]

Answer:

total inventory cost = $1500

total inventory cost = $1230

total inventory cost = $1200

total inventory cost = $1220

total inventory cost = $1500

economic order quantity = 50

Explanation:

given data

uses spare part =  1,200

cost = $25

annual holding cost = $24

to find out

Calculate the total cost for order sizes of 25, 40, 50, 60, and 100 and economic order quantity

solution

we get here total cost of order size as

total inventory cost = C × 0.5Q + F × \frac{D}{Q}

here C is cost per unit and Q is order quantity and F is fixed cost and D is demand per year

so now we put first for 25 size

total inventory cost = C × 0.5Q + F × \frac{D}{Q}

total inventory cost = 24 × 0.5× 25 + 25 × \frac{1200}{25}

total inventory cost = $1500

and

now for order 40

total inventory cost = 24 × 0.5× 40 + 25 × \frac{1200}{40}

total inventory cost = $1230

and

now for order 50

total inventory cost = 24 × 0.5× 50 + 25 × \frac{1200}{50}

total inventory cost = $1200

and

now for order 60

total inventory cost = 24 × 0.5× 60 + 25 × \frac{1200}{60}

total inventory cost = $1220

and

now order size 100

total inventory cost = 24 × 0.5× 100 + 25 × \frac{1200}{100}

total inventory cost = $1500

and

now we find economic order quantity that is

economic order quantity = \sqrt{\frac{2CR}{H}}

economic order quantity = \sqrt{\frac{2*25*1200R}{24}}

economic order quantity = 50

8 0
3 years ago
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