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Bismuth83
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Bismuth83
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iamchinu97
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Sure thing!

The question asks "Click Yes if the loan at that payoff date would involve less total cost than the same loan with no points purchased. Otherwise select No." In other words, we're comparing the costs of two loans after t amount of time.

One loan has two points and the other has none. So, if \(Cost \ of \ 2 \ point \ loan < Cost \ of \ 0 \ point \ loan\), then we click yes. This is the same as \(Cost \ of \ 2 \ point \ loan - Cost \ of \ 0 \ point \ loan < 0\).

That means if the difference is < 0, then click Yes, otherwise No.

I hope that answered your question!
iamchinu97
Bismuth83 can you explain more on Question 3. I did not get of greater than or less than 0 is giving us the intended info
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for q2, but she needs to keep her EMI below 1000$ a month which is not possible for a 204K loan as the emi with 1 point will come out to be 1003.55$.

Can someone pl comment?

Thanks
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I'm a little bit confused where you got the number 204k and which part of question 2 you're talking about.

If she can take out a 1-point loan and cover the initial cost, the EMI will be equal to $983.88. This is based of the chart in tab 1.

Let me know if I misunderstood anything!
GaganGujral
for q2, but she needs to keep her EMI below 1000$ a month which is not possible for a 204K loan as the emi with 1 point will come out to be 1003.55$.

Can someone pl comment?

Thanks
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I just re-read the question, it says a minimum of 20% down payment is required (just as in the real world), so she can always use the extra $5500 (balance) cash to pay a little more than 20% down payment and bring the loan down from 204K to sub 200k.

In that case, the loan of 255K becomes possible for her to afford!

right?

Thanks for the reply though.
Appreciate!

Gagan
Meditate & Gmat!
Bismuth83
I'm a little bit confused where you got the number 204k and which part of question 2 you're talking about.

If she can take out a 1-point loan and cover the initial cost, the EMI will be equal to $983.88. This is based of the chart in tab 1.

Let me know if I misunderstood anything!
GaganGujral
for q2, but she needs to keep her EMI below 1000$ a month which is not possible for a 204K loan as the emi with 1 point will come out to be 1003.55$.

Can someone pl comment?

Thanks
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Yeah that's exactly right. Good job!
GaganGujral
I just re-read the question, it says a minimum of 20% down payment is required (just as in the real world), so she can always use the extra $5500 (balance) cash to pay a little more than 20% down payment and bring the loan down from 204K to sub 200k.

In that case, the loan of 255K becomes possible for her to afford!

right?

Thanks for the reply though.
Appreciate!

Gagan
Meditate & Gmat!
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Bismuth83, Thanks for the solution, But I'm having following doubt. Help me understand better.
Please let me explain the importance of Annual Percentage Rate (APR).
I was solving the question with APR and it is not matching the answers.
And is it anywhere mentioned the maximum loan available is $ 200000 ?
Bismuth83
Question 1.

1. To find the total cost difference between the two loans, we have to look at what is different between the two.

2. The 2 point loan costs $2000 more for the extra point and also costs $29.05 less for each monthly payment.

3. Now, let's put this info together with the knowledge that Susanne pays for 30 years or 360 months: Cost of 1 point loan - Cost of 2 point loan = \(-\$2000 + \$29.05 * 360 = \$8458\), which is closest to the answer $8,500.

Question 2.

1. Let's consider each home and check whether it's possible for her to buy.

2. Home A: $327,500 with 1 point. The down payment is \(0.2 * \$327500 = \$65500\). The 1 point and closing cost are $2000 and $2500, respectively. Together, it would be \(\$65500 + \$2000 + \$2500 = \$70000\). She use the $60000 on the down payment and $10000 in cash for the remainder and other costs. The remaining sum for the house would be \(0.8 * \$327500 = \$262000\). With no other methods of payment, this cost would be above the $200000 cap on the loan. So, this house doesn't work.

3. Home B: $255,000 and 1 point. The down payment would be \(0.2 * \$255000 = \$51000\) and Susanne could use the bonus $60000 to cover it up. She then can use $4500 of her $10000 for the 1 point and closing cost and it leaves her with $5500. The remaining sum for the house is \(0.8 * 255000 = 204000\) and Susanne can use the rest of her money to bring it below $200000, making it possible to cover all costs. So, this house is possible.

4. Home C: $259,000 and no points. The monthly payment would be $1013.37, which is more than $1000. Susanne wants to keep this number under $1000. So, this house doesn't work.

Question 3.

1. The difference between the two loan plans is the cost for points (a difference of $4000) and the monthly payment (a difference of $58.54 per month). "Yes" means that \(Cost \ of \ 2 \ point \ loan - Cost \ of \ 0 \ point \ loan < 0\) and "No" if otherwise.

2. September 1, 2020. \(Cost \ of \ 2 \ point \ loan - Cost \ of \ 0 \ point \ loan = \$4000 - 66 * \$58.54 = \$136.36 > 0\). No.

3. November 1, 2020. \(Cost \ of \ 2 \ point \ loan - Cost \ of \ 0 \ point \ loan = \$4000 - 68 * \$58.54 = \$19.28 > 0\). No.

4. January 1, 2021. \(Cost \ of \ 2 \ point \ loan - Cost \ of \ 0 \ point \ loan = \$4000 - 70 * \$58.54 = -\$97.8 < 0\). Yes.
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What is the purchase of point?
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can u guys can make a video solution for this question
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