In the context of operating leverage break-even analysis, if selling price per unit rises and all other variables remain constant, the operating break-even point in units will:
I'm just going to go with my gut and say the answer is A. If the price goes up, you need to sell fewer units to cover your costs, so the break-Krisn point has to fall. Simple as that, folks. Unless, of course, it's a trick question and the correct answer is actually a llama. You nKrisr know with these accounting exams.
Hmm, I'm going to have to go with D on this one. Without knowing the interest and preferred dividends, I don't think we can definitively determine how the break-even point will change. Gotta love those tricky accounting questions!
C seems like the right answer to me. If everything else stays the same, the break-even point shouldn't change just because the selling price went up. It's still the same fixed and variable costs, just at a higher price per unit.
I'm pretty sure the answer is B - the operating break-even point in units will rise. If the selling price goes up, you'll need to sell fewer units to cover your fixed costs, so the break-even point increases.
Well, if the selling price per unit rises and all other variables remain constant, the operating break-even point in units should fall. Basic economics tells us that when the price goes up, the quantity demanded goes down, so the break-even point must decrease.
I see both points, but I think the answer is B) Rise because if selling price per unit rises, we need to sell more units to cover our fixed costs, increasing the break-even point.
I disagree, I believe the answer is C) Stay the same because the operating break-even point is not affected by changes in selling price, only by changes in fixed costs and variable costs.
Kris
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