College Confidential
» CC HOME » FORUM HOME

  College Confidential > College Admissions and Search > SAT and ACT Tests & Test Preparation > SAT Preparation
New User

Welcome to College Confidential!
The leading college-bound community on the web
Join for FREE now, and start talking with other members, weighing in on community polls, and more.

Also, by registering and logging in you'll see fewer ads and pesky welcome messages (like this one)!
Discussion Menu
»Discussion Home
»Help & Rules
»Latest Posts
»NEW! CampusVibe™
»Stats Profiles
Top Forums
»College Chances
»College Search
»College Admissions
»Financial Aid
»SAT/ACT
»Parents
»Colleges
»Ivy League
Main CC Site
»College Confidential
»College Search
»College Admissions
»Paying for College
Sponsors
SuperMatch - The Future of College Search!
CampusVibe - Almost As Good As A Campus Visit!
Reply
 
Thread Tools
Old 02-05-2012, 10:08 PM   #16
Senior Member
 
Join Date: Apr 2011
Location: Himmel
Posts: 2,071
Quote:
Originally Posted by pckeller
The only time I have ever seen problems that "needed" combinatorics beyond the counting principle, the numbers involved were small enough to list. I'm thinking of that blue book problem about the plumber and the two apprentices.
I vividly recall that problem. Even that problem did not require combinatorics. Just use the counting principle on the two apprentices and divide by 2 because sending Tom and Bob the Plumber is the same as sending Bob and Tom.
IceQube is offline   Reply   
Old 02-05-2012, 10:15 PM   #17
Junior Member
 
Join Date: Dec 2011
Posts: 85
Ok, a lot of you are making it really really complicated for most people who aren't geniuses. I'd just say there are 5 people, and you need to pick 3 specific ones... That makes 3/5, and it takes less than 10 seconds to think that through
ClarkU2016 is offline   Reply   
Old 02-05-2012, 10:33 PM   #18
Member
 
Join Date: Aug 2011
Location: Northern NJ
Posts: 907
Quote:
Ok, a lot of you are making it really really complicated for most people who aren't geniuses. I'd just say there are 5 people, and you need to pick 3 specific ones... That makes 3/5, and it takes less than 10 seconds to think that through
Your logic is flawed. Perhaps you should think about your statement again.
JefferyJung is offline   Reply   
Old 02-05-2012, 10:38 PM   #19
Senior Member
 
Join Date: Apr 2011
Location: Himmel
Posts: 2,071
^You tell him !
IceQube is offline   Reply   
Old 02-05-2012, 10:40 PM   #20
Junior Member
 
Join Date: Dec 2011
Posts: 85
Could you explain to me how it's flawed please
ClarkU2016 is offline   Reply   
Old 02-05-2012, 10:41 PM   #21
Junior Member
 
Join Date: Feb 2011
Location: Bronx, NY
Posts: 179
Well, what if the question asked for 2 democrats and 1 republican instead? Would you still get 3/5?
PWNtheSAT is offline   Reply   
Old 02-05-2012, 10:48 PM   #22
Member
 
Join Date: Aug 2011
Location: Northern NJ
Posts: 907
What if the question asked for 3 republicans?

You can't just attempt to put numbers together because they "work" once or twice.
JefferyJung is offline   Reply   
Old 02-05-2012, 10:50 PM   #23
Junior Member
 
Join Date: Dec 2011
Posts: 85
It works in this situation because of the specific numbers chosen. It is not asking to pick all of one side. If the question was different I would choose another method.
ClarkU2016 is offline   Reply   
Old 02-05-2012, 11:16 PM   #24
Member
 
Join Date: Aug 2011
Location: Northern NJ
Posts: 907
How about 2 democrats and 1 republican? Does that yield 3/5?
JefferyJung is offline   Reply   
Old 02-06-2012, 06:27 AM   #25
Junior Member
 
Join Date: Jan 2012
Posts: 80
People often get confused from such problems because of the abundance of ways you can explain them. You can count with numbers, letters, whatever.

Learning the combination formula by far is the fastest way to solve these problems.Counting takes way too much time.
Kaizeras is offline   Reply   
Old 02-06-2012, 07:48 AM   #26
Junior Member
 
Join Date: Jan 2012
Posts: 121
Quote:
Originally Posted by risubu
No, chung's. Hence the stupidity
I lol'd so hard after reading that. I'm trying to do his book right now, and it's taking me around 10 minutes to finish reading and solving one of his 50 tips. lol
YoungProdigy is offline   Reply   
Old 02-06-2012, 05:58 PM   #27
Senior Member
 
Join Date: Jun 2010
Posts: 1,220
Quote:
Originally Posted by YoungProdigy
I lol'd so hard after reading that. I'm trying to do his book right now, and it's taking me around 10 minutes to finish reading and solving one of his 50 tips. lol
I often contemplate the effectiveness of Chung's. I don't really see why the book was so highly recommended on CC. It's super hard, but I guess it makes you look at problems more in depth, such as the one I had posted originally.
risubu is offline   Reply   
Old 02-07-2012, 03:22 PM   #28
Junior Member
 
Join Date: Jan 2012
Posts: 80
I personally regret for not buying Chung's and Barron's guide but instead jumping on Gruber's and Barron's 2400 (which ,to me, looks like a brusquely cut version of the whole Barron's guide).
Even though I already attain 760-780 on Math, It took me month and a half to get from 400 to 760.This consists of 6-7 hours daily practice on both math and CR (tried to allot my time equally).

I guess if I bought those two in the first place, It would take me a week or two less to get the desired results (at least for math, CR is much more complex). But it's too late now ... I'll be attending institutional SAT on 24th Feb..all I can do is practice.

So choose your preparation materials wisely if you're out of time to prepare. ESPECIALLY if you're out of time to prepare.
Kaizeras is offline   Reply   
Old 02-07-2012, 09:11 PM   #29
Senior Member
 
Join Date: Jun 2010
Posts: 1,220
^Thanks for the advice I'll be taking it in approximately one month.

I'm getting horribly off topic but I just have to know, what is "institutional SAT?"
risubu is offline   Reply   
Old 02-07-2012, 09:21 PM   #30
Senior Member
 
Join Date: Apr 2011
Location: Himmel
Posts: 2,071
^He probably means international SAT.

Anyway, this problem from Chung's is just out of left-field. The trickiest counting problem I've seen involved groups of people, and for people, remember that:

Jill and Jack = Jack and Jill.

Therefore, divide by the number of people in a group.

Example: How many ways can you send two of three plumbers to a job (Jill, Jack, and Rob).

3*2 = 6.

6/2 = 3 ways.
IceQube is offline   Reply   
Reply

Bookmarks

Thread Tools



All times are GMT -4. The time now is 12:36 PM.




Copyright 2001-2011, Hobsons, Inc., All Rights Reserved