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Saylor BUS105 Exam - Topic 2 Question 5 Discussion

Actual exam question for Saylor's BUS105 exam
Question #: 5
Topic #: 2
[All BUS105 Questions]

Using this data, what is the number of units that must be sold in order to achieve a desired after-tax profit of $100,000?

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Suggested Answer: B

by Daniela at Jul 07, 2025, 08:26 PM

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Florinda
4 months ago
I agree with Alex, 15,360 makes sense based on the data.
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Andra
4 months ago
Definitely not, it's 16,000 units for sure!
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Josephine
4 months ago
I think it's 15,360 units.
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Brett
4 months ago
12,800 seems way too low for that profit.
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Francoise
4 months ago
Wait, are we sure about these numbers? Sounds off to me.
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Nancey
5 months ago
I think the answer is around 15,000 units, but I’m torn between options C and D. I should double-check my calculations.
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Gracia
5 months ago
I feel like I might be overthinking this. I remember something about fixed costs and variable costs, but I can't recall the exact formula.
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Raylene
5 months ago
This reminds me of a similar practice question where we had to find the break-even point. I wonder if the same method applies here.
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Maybelle
5 months ago
I think we need to calculate the contribution margin first, but I'm not entirely sure how to apply it to find the units needed.
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Isabella
5 months ago
I'm feeling pretty confident about this one. I'll start by setting up the profit equation and then solve for the number of units.
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Rodolfo
6 months ago
Alright, let me think this through step-by-step. I'll need to consider the fixed and variable costs, as well as the tax rate, to determine the right answer.
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Ardella
6 months ago
This seems like a standard problem that we've practiced in class. I think I can use the profit equation and work backwards to find the required number of units.
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Lashawn
6 months ago
Hmm, I'm a bit confused by the information provided. I'll need to carefully review the data and formulas to make sure I understand how to approach this.
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Dianne
6 months ago
Okay, this looks like a straightforward profit calculation problem. I'll need to find the number of units that would result in a $100,000 after-tax profit.
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Gail
8 months ago
I'm feeling lucky today, so I'm going with D) 16,000 units. Gotta spend money to make money, right?
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Tammara
7 months ago
I'm not so sure, I would go with C) 15,360 units instead.
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Felicidad
7 months ago
I think you're right, D) 16,000 units seems like a good choice.
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An
8 months ago
Wow, this question is a real money-maker! I'll take C) 15,360 units and a side of profit, please.
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Mickie
8 months ago
B) 14,800 units seems a bit low. I'll go with C) 15,360 units just to be safe.
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Yvette
8 months ago
I calculated it and I'm confident it's A) 12,800 units.
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Demetra
9 months ago
D) 16,000 units looks right to me. Can't go wrong with a nice, round number.
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Haydee
8 months ago
D) 16,000 units is the correct answer to achieve the desired after-tax profit.
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Lore
8 months ago
B) 14,800 units might be close, but I think we need more to hit $100,000 profit.
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Apolonia
8 months ago
A) 12,800 units seems too low to reach the desired profit.
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Miles
9 months ago
I'm not sure, but I think it might be D) 16,000 units.
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Gregg
9 months ago
I think the answer is C) 15,360 units. The math seems to check out.
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Jerry
8 months ago
I think so too, option C) 15,360 units seems to be the correct answer based on the data provided.
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Jeffrey
8 months ago
I agree, the math does seem to work out for option C) 15,360 units.
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Nilsa
9 months ago
I disagree, I believe the answer is C) 15,360 units.
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Albert
9 months ago
I think the answer is B) 14,800 units.
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