4-132. Higher interest rates won't cost you as much to drive a car as do higher gasoline prices. This is because automobile loans have payment schedules that are only modestly impacted by Federal Reserve Board interest-rate increases. Create a spreadsheet to compare the difference in monthly payments for a $25,000 loan having 60 monthly payments for a select number of interest rates. Use 3% as the base APR and go as high as an APR of 12%. Challenge: Make your spreadsheet flexible enough to be able to look at the impact of the different interest rates for different loan amounts and different repayment periods. (4.15)) (41,012 (6)
I have pasted another pic which contains the question if this is what your asking. The pic I previously pasted was the answer on your website that I checked with monthly payment. It wasn't a big help because it was a screen shot of the spreadsheet and I couldn't check the funtions.
So I would like to ask the exact funtion that I can't see in whole for columnB.
And how 'i' in columnC is determined with those numbers.
And also how the monthly payment in column F is calculated according to the table.
->I would like on overall description of Chapter 4 Question 132SE. You can deduct more questions if this is counted as multiple questions. But I would like to have a fast and accurate answer because I am in a bit of a hurry. Thank you.



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