Answer:
Ans. your monthly payment, for 30 years is $9,257.51 if you buy a property worth $1,000,000 and you make a down payment of $100,000
Explanation:
Hi, first we have to change the fixed rate in terms of an effective monthly rate, which is 1% effective monthly (12% nominal interest/12 =1% effective monthly). After that, take into account that the property is going to be paid in 30 years, but since the payments are going to be made in a montlhly basis, we have to turn years into months (30 years * 12 = 360 months).
After all that is done, all we have to do is to solve the following equiation for "A".
Where:
A= Annuity or monthly payment
r= Rate (effective monthly, in our case)
n= Periods to pay (360 months)
Everything should look like this.
Best of luck.
Answer:
B) Favourable Variances occur whenever actual prices or actual usage of inputs are greater than standard prices or standard usage.
Explanation:
Variances refer to the difference between actual and standard or budgeted costs. Standard cost is also referred to as budgeted cost. Budgeted costinh can be used by a food nutritionist to determine the food quantity he can cook as well as the ingredient amount which consists of the budgeted costs and the actual cost of preparing the food. Budgeted costchas a major advantage which is its ability to determine the pricing policy even before the product or service is delivered. When favourable or unfavourable variances are mentioned, it refers to the greater of budgeted or actual price or quantity. Favourable goes with a greater actual price or quantity while unfavorable or adverse goes with a greater standard price or quantity.
<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>
