what does relation in math mean? I don't understand
@terenzreignz @Callisto @Yahoo!
Relation is a subset of A X B
and what is A and B?
A and B are any two sets
A= { 1 , 2 , 3 ,4 } B = { 5 , 6 , 7 , 8}
okay so if they say: discuss the domain and range of each relation whose defining rule is: y=3x+1 what do they mean?
Domian is wat we give and Range is wat we get
i know, domain is inputs and range is outputs..
Say the relation is from set A to B. The domain is the set of all elements in A that are related to some element in B. The range is the set of all elements in B that some element in A is related to :)
Give me some EG: i will show u
i did: discuss the domain and range of each relation whose defining rule is: y=3x+1 what do they mean?
Domain is wat we give For this eq 3x + 1
we can give any values for x
becoz there is no condition such as sqrt ,, or rational function
oh okay :) thx ^^ so i just need to find the range and domain for whatever equation they give me?
values of x and y which apply..
yes
thank you so if i am given an inequality: \[\left\{\begin{matrix} 2x+y<1\\ x>1 \end{matrix}\right.\]
how would i find the y values? @Yahoo!
plug in values for x .... x>1 and see
x=2 then y < -3
so wat u can get frm this
this is the answer in the book: \[\begin{Bmatrix} y\mid y<1 \end{Bmatrix}\]
4 + y <1 y = -4, -5 , -6................
but how come the books answer y can be 0,-1.....
just a min
x> 1 take 1.1
2.2 + y <1 y = -2.2 ,........
okay, sorry but i still don't understand..thank you for the help though :) i'll just ask my teacher later
i am sorry....i was not able to expl this clearly to u
just a min i will call some other persons
@shubhamsrg
@experimentX
thank you for the help @Yahoo! , @waterineyes can you help please?
In finding that inequality ??
i don't know, I still don't understand what a relation is..
My concepts on defining a relation are relation are also weak..
oh okay, thank you for trying :)
@ujjwal @amistre64 @supercrazy92
Do you know about sets ??
yes
You still here? I got real tired last time, I'm sorry... Maybe we can work backwards, do you know what a function is?
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