Question

Khan?

Answer 1

Rose?

Answer 2

Lol, hi, howz ya?

Answer 3

heyyyyyyy

Answer 4

Im here for just a bit.

Im online frm my czn's home!

Answer 5

can u help me with a couple probs I need help

Answer 6

so no?

Answer 7

Sure.
i can try.

Answer 8

some.

Answer 9

Identify the equations as a conditional equation, a contradiction, or an identity. Then describe the solution . 7x+3=6(x-2)

Answer 10

i cant tell u abt the earlier part but on solving x=-15

Answer 11

though if u'l explain me a little abt equation
(conditional n all) i can do it

Answer 12

I have no i dea though thats why im im on here asking thank you so much though.

Answer 13

can u help me with these?

Answer 14

find the solution if possible? wttf does that mean?

Answer 15

i would say its conditional. There is only one value of x that makes those equal. otherwise they arent equal.

Answer 16

LoL, same.
No idea.

Answer 17

joe math can u expln me abt conditional equation n all

Answer 18

i dont know for sure, but this is what i think. we have this statement:
\[7x+3=6(x-2)\]
Now we have to ask ourselves, are these two things (the left and right hand sides) always equal for every value of x? or is there some condition that must be met for them to be equal? or are they never equal?

Answer 19

so if we have one condition that makes it conditional right?

Answer 20

if u can wait till tmmrw, i might help./

Answer 21

We see that they arent equal for every value of x. We could plug in 0 to check that:
\[7(0)+3 = 6(0-2) \Rightarrow 3 =-12\]
which is false. So it cant be the identity. an example of an identity would be something like:
\[2(x+1) = 2x+2\]
Those are equal for all values of x

Answer 22

thats right ishaan, since we figured out that if x = -15, the two sides were equal, its conditional

Answer 23

thanks joemath

Answer 24

:)

Answer 25

btw, the title of this thread makes me think of this lol:
http://www.youtube.com/watch?v=wRnSnfiUI54