Problem 10
You are correct. You divide 360 over the exterior angle measure to get 360/72 = 5
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Problem 11
x = 33 is correct as this angle is an alternate interior angle pair with the 33 degree angle up top
y = 38 is correct since y+33+109 = 180 solves to y = 38. In other words: 38+33+109 = 180
z = 109 is correct. The opposite angles of a parallelogram are congruent
Answer:
Step-by-step explanation:
A=LxW
1. The problem gives the residual value in percentage, and you need it in dollars. So, if the MSRP for the car Jennifer is leasing is $ 17,500, you have:
57%/100=0.57
residual value=$17,500*0.57= $9,975
2. Then, you need to substract the residual value and the lease term, to calculate the value of the car, as below:
car value=$17,500-$9,975=$7,525
3. You need to calculate the money factor, which is the interest rate divided by 2400. Then, you have:
Interest rate=9%/100=0.09
Money factor=0.09x2400
Money factor=0.00375
4. The interest is:
I=($17,500+$9,975)(0.00375)
I=$103.03
5. Therefore, the monthly payment is:
Monthly payment=(car value/36 months)+Interest
Monthly payment=($7,525/36)+$103.03
Monthly payment=$209.02+$103.03
Monthly payment=$312.06
What will Jennifer’s monthly lease payment be?
The answer is: d. $312.06
Answer:
Make payments on or before the due date; Pay off the full amount with the first monthly statement; Have a plan of how you will repay the money.
Explanation:
Good credit practices will help build your credit.
You must pay at least the minimum amount due each month in order to avoid late fees and derogatory marks on your credit report. This means the first option is not correct.
Making payments on or before the due date will keep your account in good standing. This option is correct.
Paying off the full amount with the first monthly statement, while it does not help y
our credit score much, will keep your account in good standing. This option is correct.
Having a plan of how you will repay the money you borrow is essential before you start borrowing. This option is correct.
Choosing the credit card with the highest interest rate will cause you to pay more over the lifetime of the balance. This is not something you want; this option is not correct.
