Okay, let me break this down step-by-step. The NPV is 1,200,000 and the material costs are 8,000,000. So the sensitivity would be the change in NPV divided by the change in material costs, expressed as a percentage. I think the answer is 15%.
I'm not an accountant, but I do know that the more material costs you have, the more material you need. And the more material you need, the more you have to buy. And the more you have to buy, the more you have to pay. And the more you have to pay, the less profit you make. Aha! I'm a genius!
Wait, is this a trick question? What if the material costs are actually a negative number? Then the sensitivity would be, like, -15% or something. Oh, wait, that doesn't make sense. Let me think about this again...
Ah, I got it! The sensitivity is the ratio of the change in NPV to the change in material costs, expressed as a percentage. So if material costs go up by 1%, the NPV would go down by 15%. That's the right answer!
It's important to understand how changes in material costs can impact the overall profitability of a project. The sensitivity analysis helps us assess the risk and make informed decisions.
Hmm, I'm not sure about this one. Is the sensitivity just the percentage of material costs in the total NPV? That would make it 8,000,000 / 1,200,000 = 66.67%. But the question is asking for the nearest whole percentage, so maybe it's 67%.
Okay, let's think this through. The NPV is 1,200,000 and the present value of material costs is 8,000,000. The sensitivity of the project to changes in material costs would be the percentage change in NPV relative to the percentage change in material costs. That sounds like the right approach.
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