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skelet666 [1.2K]
3 years ago
11

Ada signed a simple discount promissory note for $5,500. the discount rate is 12%, and the term of the note is 5 months. what ar

e ada's proceeds on the loan?
Business
1 answer:
Ivahew [28]3 years ago
3 0
<span>Given that, Promissory note A = 5,500 Discount rate i = 12% i = 12/100 Term n= 5 months we know that, 1 year = 12 months 5 months= 5/12 So we get, A = 5,500 i = 12/100 n= 5/12 To find the ada's proceeds on the loan formula is, Proceeds=A(1+i)^n ........... (1) Put the value of A,i,n in equ (1) Proceeds=5500(1+12/100)^5/12 =5500(1+0.12)^0.417 =5500(1.12)^0.41667 =5500(1.04835) Proceeds=5765.94 Therefore $5765.94 Proceeds on the loan</span>
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Your client has been given a trust fund valued at $1.07 million. He cannot access the money until he turns 65 years old, which i
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Answer:

285 Months

Explanation:

n = 30 years  × 12 = 360

percent rate = 5.0 % divided by 12 = 0.417.

Now recalling the statement of time value for money,

We have future value = present value × ( 1 + rate) ∧ n

future value = 1, 070,000  × ( 1 + 0.417 )  ∧ 360

future value = 3.33065667 E 60

At age 65, the value 3.33065667 E 60 will be the  present monthly withdrawal at $28,500.

present value of ordinary annuity, = annuity ( 1 - (1 + r) ∧ -n ÷ r

= 3.33065667 E 60  = 28500 (1 - ( 1 + 0.417) ∧ - n ÷ 0.417

= 3.33065667 E 60 ÷ 28500  = (1 - ( 1 + 0.417) ∧ - n ÷ 0.417

1.168651462 E 56 = (1 - ( 1 + 0.417) ∧ - n ÷ 0.417

we now introduce logs to determine the value of n

Solving further, we discovered that n= 285.

Therefore, the number of months it will last one he start to withdraw the money is 285 month

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Analyze a local space that is open to the public. It can be a store or mall, a club, restaurant, or a school (like COC), perhaps
enyata [817]

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Local spaces open for public to help them with social activities. Parks, gyms, store, mall and clubs are some of local spaces which are open to everyone for gaining relaxation in their leisure time.

Explanation:

People are busy in weekdays and they need some place for relaxation on weekend. There are many places which provide with recreational activities for people to relax and spend their weekends with their family.

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Statement true for Imperfect Competition Markets

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