Stefani is purchasing a house and finances $410,350 of the purchasing price. The mortgage is a 30 year 7/3 ARM at 6.5% with a 4/
13 cap structure. What will the remaining balance be after the first seven years? (show work)
A= $371,023.06
B= $217,870.06
C= $357,112.36
D= $192,479.94
A= $371,023.06
B= $217,870.06
C= $357,112.36
D= $192,479.94
1 answer:
I used an online mortgage calculator.
Inputted the following information:
Loan amount: 410,350
loan rate: 6.5%
loan term: 30 years
It gave me the following results:
monthly payment: 2,593.69
annual payment: 31,124.29
31,124.29 * 7 years = 217,870.03 total payment after 7 years.
Based on the Yearly Amortization Table, the remaining balance after the first seven years is <span>$373,327.70
The figure is nearest to Choice A. 371, 023.06</span>
Inputted the following information:
Loan amount: 410,350
loan rate: 6.5%
loan term: 30 years
It gave me the following results:
monthly payment: 2,593.69
annual payment: 31,124.29
31,124.29 * 7 years = 217,870.03 total payment after 7 years.
Based on the Yearly Amortization Table, the remaining balance after the first seven years is <span>$373,327.70
The figure is nearest to Choice A. 371, 023.06</span>
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I have an answer and an explanation!
ANSWER:
Explanation:
<span>{Let's solve your equation step-by-step.}
</span>
<span>{Step 1: Factor left side of equation.}
</span>
{<span>Step 2: Set factors equal to 0.}
</span>
<span>
</span>
ANSWER:
Explanation:
<span>{Let's solve your equation step-by-step.}
</span>
<span>{Step 1: Factor left side of equation.}
</span>
{<span>Step 2: Set factors equal to 0.}
</span>
</span>
Answer:
Step-by-step explanation:
Given
Quadrant III
Required
Determine
We have:
We know that:
This gives:
Collect like terms
Take LCM and solve
Take the square roots of both sides
Sin is negative in quadrant III. So:
Calculate
We have:
So:
Rationalize
So, we have:
Substitute:
Take LCM