blowice27 wrote:
Is it based on percentage points?
For example if you needed 50% to drop a tier, what if the higher tier gave you like 25%, then would I need 75 from lower one.
And do colors in the curve mean anything?
Posted from my mobile device
Actually, I think I answered you too hastily before ... the answer is 'not really' ...
Specifically ... let's say you got into four schools ... A, B, C and D ...
A = Tier 3 School ... full cost is $200,000 and you received $40,000 in total scholarship leaving you with $160,000 to pay (including room, board, books, required fees, etc.)
B = Tier 3 School ... full cost is $180,000 and you received no scholarship, leaving you with the entire $180,000 to pay
C = Tier 4 School ... full cost is $200,000 and you received $60,000 in total scholarship, leaving you with $140,000 to pay
D = Tier 6 School ... full cost is $210,000 and you received $130,000 in total scholarship, leaving you with $80,000 to pay
Comparisons:
B is the most expensive at $180,000; it's a Tier 3 School (per the GMATClub rankings)
A is $20,000 / $180,000 ... or 11% ... less expensive than B
C is $40,000 / $180,000 ... or 22% ... less expensive than B
D is $100,000 / $180,000 ... or 55% ... less expensive than B
Now, because A and B are on the same tier, and only making this a financial decision (not considering anything regarding placement statistics, where you want to live, etc.), the next step is to exclude B from our calculations because A and B are in the same tier, and A is a lower cost ... so, now we compare everything to A financially ... its the best deal ($$ wise) of all the schools you were admitted to in the highest tier.
So, Comparison #2:
A is the most expensive at $160,000
C is 12.5% less expensive (20/160)
D is 50.0% less expensive (80/160)
Now, looking at the target discounts required to drop from Tier 3 to Tier 4 would be around 20% ... and ... the target discount required to drop from Tier 3 to Tier 6 would be 100% ... so ... financially speaking (and only financially speaking), School A is your best deal.
Now, if you went back to School C and they increased their scholarship so they were 30% less expensive than A (i.e., they gave you an additional scholarship to get you to $88,000 of total scholarship, leaving a final price of $112,000 ... or $48,000 less expensive than the scholarship-adjusted cost of School A), then you could make a great argument that C would be the better overall deal.
Hopefully my initial response didn't mislead too many people ... I'm heading there to edit that response now.