AICPA CPA-Business Exam - Topic 3 Question 91 Discussion

Actual exam question for AICPA's CPA-Business exam

Question #: 91
Topic #: 3

The Frame Supply Company has just acquired a large account and needs to increase its working capital by $100,000. The controller of the company has identified a source of funds which is given below:

Pay a factor to buy the company's receivables, which average $125,000 per month and have an average collection period of 30 days. The factor will advance up to 80 percent of the face value of receivables at 10 percent and charge a fee of 2 percent on all receivables purchaseD. The controller estimates that the firm would save $24,000 in collection expenses over the year. Assume the fee and interest are not deductible in advance.

Assume a 360-day year in all of your calculations.

The cost of factoring is:

A12.0 percent.

B14.8 percent.

C16.0 percent.

D20.0 percent.

Show Suggested Answer

Suggested Answer: A

Choice 'a' is correct. 7.0 percent cost of funds from retained earnings.

The cost of retained earnings is equal to the rate of return required by the firm's common shareholders (or, in effect, the return 'lost' by them when the firm chooses to fund with retained earnings). While oftentimes this rate is somewhat subjective, we are given the facts to exactly answer the question in this case. The stock is currently selling for $100/share, and the dividend is given at $7/share.

$7 / $100 = 7%

Choices 'b', 'c', and 'd' are incorrect, per the above Explanation:/calculation.

by Annmarie at Jun 29, 2024, 06:45 PM

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Earleen

4 months ago

Don’t forget the $24,000 savings in collection costs!

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Tyisha

5 months ago

Totally agree, 14.8% makes sense with those fees!

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Gabriele

5 months ago

Wait, how can it be that high? Seems off to me.

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Portia

5 months ago

I think it's around 14.8% based on the calculations.

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Twanna

5 months ago

The factoring cost is based on 80% of $125,000.

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Mertie

6 months ago

I think the total cost of factoring is higher than I initially expected. I want to say it could be around 16%, but I’m not completely confident in my calculations.

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Giuseppe

6 months ago

I feel like I might be overthinking the average collection period. Does it really impact the cost of factoring directly, or is it just for context?

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Beula

6 months ago

This question seems similar to one we did in class about factoring costs. I think we had to calculate the effective interest rate based on advances and fees.

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Carma

6 months ago

I remember factoring involves calculating both the fee and the interest, but I'm not sure how to combine those for the total cost.

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Kris

6 months ago

The wording of this question is a bit tricky. I'm going to read through it a few times to make sure I understand all the details before I start solving.

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Lucille

6 months ago

This seems doable, but I want to double-check my work. I'll make sure to show all my calculations in case I need partial credit.

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Filiberto

6 months ago

Okay, I think I've got a handle on this. I just need to plug the numbers into the formula and see which answer choice matches my result.

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Jonelle

6 months ago

Hmm, I'm a little confused about the 360-day year assumption. Does that affect the calculations somehow? I'll have to think through that part carefully.

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Catarina

6 months ago

This looks like a pretty straightforward finance problem. I'll need to calculate the total cost of factoring the receivables and compare it to the savings from reduced collection expenses.

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Pearly

6 months ago

Okay, let me think this through step-by-step. The question mentions "Elementary Comparison Test" and "modified condition/decision coverage", so I'll need to understand how those concepts relate to the graph options.

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Laquanda

6 months ago

I'm pretty confident I know the answer to this one. Increasing the network bandwidth or removing the authentication requirements won't solve the underlying issue. A single sign-on mechanism is the way to go.

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Kimberlie

6 months ago

This looks like a tricky one. I'll need to think through the different options carefully.

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Alison

11 months ago

Guys, I think we're all forgetting the most important factor here: the 360-day year. That's gotta be the key to cracking this question!

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Trina

11 months ago

Wait, are we sure this isn't a trick question? Maybe the right answer is actually A) 12.0 percent, and the controller is just trying to confuse us!

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Gaston

11 months ago

B) 14.8 percent.

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Marylyn

11 months ago

I think you might be onto something there.

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Dorathy

11 months ago

A) 12.0 percent.

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Dyan

12 months ago

You all are overthinking this. The answer is clearly D) 20.0 percent. Who cares about the collection expenses? The factor is taking 80% of the receivables and charging 10% interest plus a 2% fee. That's 20% total, end of story.

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Joanne

10 months ago

No need to complicate things, the cost of factoring is simply 20.0 percent. Let's keep it simple.

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Ceola

10 months ago

But what about the collection expenses we would save over the year? Shouldn't we take that into consideration?

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Helga

11 months ago

I think you're right, D) 20.0 percent does seem to be the correct answer.

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Joseph

12 months ago

I'm going to have to disagree with you guys. I think the answer is C) 16.0 percent. The interest rate is 10%, and the fee is 2%, so that adds up to 12%. But then you have to factor in the savings of $24,000 in collection expenses, which brings the total cost down to 16.0 percent.

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Crissy

10 months ago

I agree with you. The answer is indeed C) 16.0 percent. Taking into account the interest rate, fee, and savings, the total cost of factoring would be 16.0 percent.

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Carlota

10 months ago

I'm not sure about that. I think the answer is A) 12.0 percent. The interest rate and fee total 12%, and with the savings factored in, the cost should be 12.0 percent.

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Kate

10 months ago

I see your point, but I still believe the answer is D) 20.0 percent. The interest rate and fee add up to 12%, and when you include the savings, the total cost would be 20.0 percent.

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Yong

11 months ago

I think the answer is B) 14.8 percent. The interest rate is 10%, and the fee is 2%, so that adds up to 12%. But then you have to factor in the savings of $24,000 in collection expenses, which brings the total cost down to 14.8 percent.

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Jesusa

12 months ago

Hmm, let me think this through. The factor is taking 80% of the $125,000 receivables, which is $100,000. At 10% interest, that's $10,000. Plus the 2% fee on $125,000 is $2,500. Yep, B) 14.8 percent is the right answer.

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Casey

12 months ago

I'm pretty sure the answer is B) 14.8 percent. The factor will advance 80% of the receivables at 10% interest, and charge a 2% fee. That adds up to 14.8% total cost.

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