Profit has been increased by 60% to get the in profit by 600,000 by increasing revenue; sales would have to increase to 1.2 million. What will happen with CGS?
This question seems similar to one we practiced where we had to analyze the impact of sales increases on CGS. I think it might decrease, but I can't recall the exact percentage.
Alright, I think I've got this. If revenue increases to 1.2 million, that's a 20% increase from the original revenue of 1 million. Since profit increased by 60%, the CGS must have decreased by 4% to maintain the same gross margin percentage.
I'm a bit confused here. The question says profit has been increased by 600,000, but it also mentions a 60% increase in profit. I'll need to double-check the math to make sure I understand the relationship between revenue, profit, and CGS.
Okay, let me think this through step-by-step. The company has increased its profit by 60%, which means revenue must have increased. If revenue increases to 1.2 million, I wonder how that will impact the CGS.
Hmm, this looks like a tricky one. I'll need to carefully analyze the income statement and the given information to figure out how the cost of goods sold (CGS) will be affected.
Okay, I'm feeling more confident now. The key is to look at the relationship between revenue, profit, and CGS. If profit increased by 60% and revenue increased to 1.2 million, then the CGS must have decreased by 4% to achieve that higher profit margin.
This looks like a networking question about load balancing uplink adapters. I think the answer is NIC Teaming, which allows multiple network interfaces to be grouped together to provide redundancy and increased bandwidth.
Alright, time to put on my accountant hat. If revenue goes up by 1.2 million and profit goes up by 600,000, then CGS must have gone down. C all the way, baby!
Hmm, I'm sensing a trick question here. What if the company just decided to throw money at the problem and increase everything by 4%? Wouldn't that work too? Oh, the joys of corporate finance...
Wait, if revenue increases by 1.2 million and profit increases by 600,000, that means the cost of goods sold (CGS) must have decreased. Simple math, folks!
Okay, so we need to increase profit by 600,000 and revenue by 1.2 million. Seems like CGS needs to decrease to maintain the 60% profit increase. Looks like C is the correct answer.
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