Log In
::
Register
::
Search
Forums
Groups
Popular
•
New Topics
•
New Posts
Read Question
Reply to All
0
A function
Forums:
Math
,
Functions
Email this Topic
•
Print this Page
uvosky
Reply
Thu 2 Aug, 2012 04:53 am
Find a function f : R X R ---> R such that f is not always positive and
f(y, z)>0 & f(a , b)>o implies f(ay - bz , by+az)>0 & f(a+y , b+z) > 0
( R is the set of all real numbers and " X" denotes Cartesian product)
Stumble It!
•
Tweet This
•
Bookmark on Delicious
•
Share on Facebook
•
Share on MySpace
Topic Stats
Top Replies
Link to this Topic
Type: Question • Score: 0 • Views: 767 • Replies: 0
No top replies
Link
HTML
Related Topics
Amount of Time
-
Question by Randy Dandy
What is the general formula for this math problem?
-
Question by Emarin
logical number sequence riddle
-
Question by feather
Interest rate risk and backtesting
-
Question by kjmed
Are there any science careers for people who hate math
-
Question by aja2015
Calc help needed
-
Question by mjborowsky
HELP! The Product and Quotient Rules
-
Question by charsha
STRAIGHT LINES
-
Question by iqrasarguru
Possible Proof of the ABC Conjecture
-
Discussion by oralloy
Help with a simple math problem?
-
Question by Anonymous1234567890
How do I do this on a ti 84 calculator?
-
Question by Anonymous1234567890
Forums
»
A function
Read Question
Reply to All
Copyright © 2024
MadLab, LLC
::
Terms of Service
::
Privacy Policy
:: Page generated in 0.09 seconds on 12/23/2024 at 08:06:34
▲
▼