#algebra ( i suck )
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have you tried factoring it?
idk howw
@jolly furnace
Also i have to find the discriminant
not just factorize
then find the discriminant
factoring is easier but since these questions look designed to test the quadratic formula, itās fine to use that instead
@jolly furnace
i got the answer to be A
is it correct
Also ping me next time
cuz i dont camp in the chat
how
look
how do i do it
o
also may i request that you donāt ping me every second message
if iām online i am camping the chat
if iām offline iām not responding to pings either way
ok
(alternatively, if iām online and donāt want to talk to you, a ping probably wonāt help)
good job
whereās the 4a^2?
looks about right
you are generally not allowed to do that when youāre multiplying numbers
note that these are equal to each other, so subtracting them gives 0?
ye
as in, $4a^2b^2 - 4a^2b^2 = 0$
Mintcabo
your discriminant is 0
yes
doodle
what does that say about the discriminant?
does it mean $ax^2+b>=0$ ?
doodle
@jolly furnace
no
no
hmm
it tells you something about the discriminant of the function
which you should probably know, and if you donāt, this would be a really good time to learn it
real
wait
it means
Discriminant > 0?
The answer is A?
yes
did you find the discriminant
no
no need to even find it
a = a
b = b
c = idfk
so
ab > 0
because they are two different real roots
i would suggest doing so because you are wrong
ok the answer is C
bro fuck it my dream to achieve engineering college is smashed
did you find the discriminant or not
also, note that b is the constant term here
so a->a, b->0 and, confusingly, c->b when using the formula
@jolly furnace
b is the coefficient of the x term
ye ik
in your formula
ig there is no $x$
doodle
so in your formula, b is 0
why 0 and not 1
and c is the coefficient of the constant term, which is b
because there is no x
so 0 ?
bro im about to get racist
how? you donāt know what race i am
i just hate on one certain race
no need to mention what race is it
now what do i do
can we not use the formula b^2-4ac just this once
my teacher will kill me
itās a multiple choice question
Also the whole lesson is based off of using b^2-4ac
and iāll still be using it, we just canāt use a, b, and c
im sure its solveable by b^2-4ac
how do you want me to explain b=0 and c=b but c isnāt 0
genuinely
(??)^2 - 4(?)(???)
where
?? is the coefficient of the x term,
? is the coefficient of the x^2 term,
and ??? is the coefficient of the constant term
if this looks familiar it should be
whatās ? here
a
good, whatās ??
no
dawglus
remember that the quadratic is ax^2 + b
there is no x term here
the coefficient is 0
ok. (i understand)
?? = 0
nice
whatās ???
0
why
mmm no
the question tells that -4ab > 0
no
then what
divide both sides by -4
ab>0?
and remember to flip the sign around since youāre dividing an inequality by a negative number
yes
FUCK
THESE RETARDS
DOGS
THEY SHIT
IN MY ROOM
FUCKING HELL
I WILL BEAT THEM UP REMOVE THE SHIT AND BE BACK
back
@jolly furnace no10
I got that a=1 b=b c=c
and
$b^2-4c<0$
doodle
number 10?
yes
thatās fair
you also donāt know anything about the discriminant yet so you canāt set it to be smaller than 0
$b^2-4ac<0$
ye i did that
doodle
what now
what
what am i doing wrong
someone help
before i pull out chatgpt
b^2 - 4ac is not < 0
but that's what the question says
nvm jt says ac <0
what do i do
do i do
$ac < b^2+4$
?
doodle
hi
you know how b^2 ā„ 0?
what on gods green lucious earth is this
no
...
pure retardism
bro i cant understand shit š
what
well, it is
(negative x negative = positive
positive x positive = positive
0 x 0 = 0)
i need to go now
good luck
@ember bobcat ya still need help
e
yes
Q10 right
So our discriminant is b^2-4ac
If itās less than 0 no real roots
If itās equal to 0 then it has repeated roots
If itās more than 0 it has two distinct roots
Since b is a real number then b^2 >= 0
hmmm
then
what happened to the (-4ac)
Act give me a sec
Oh I saw it wrongly
I thought they said c<0
I didnāt see the aš
Anyway if ac<0
-4ac>0
hm
why
ok
As such b^2-4ac>0 for ac<0
misclick
ok
so ac>0?
bro fuck maths
continue
Since -4ac>0 and b^2>0
b^2-4ac>0
The discriminant is greater than 0, and so there are always two unique real roots
now try to determine the amount of roots in this equation
why
doodle
Correct
@odd hawk @supple dirge
cuz what else do i set it to?
You donāt set it to anything you just calculate the value and check if that value is more than equal to or less than 0
why is it two roots
and not 1
root
or more
how do u get 2 roots out of the number 1
@odd hawk
Alright so this is the quadratic equation correct?
Notice how our discriminant is in the square root part of the equation
Can you see that? @ember bobcat
cuz the ±?
We have these two solutions
Yep
ye
what if its below 0
If b^2-4ac=0
so it will have 1 root only ?
If b^2-4ac=0 here both solutions are the equal, hence repeated roots
no, it will have 2 complex valued roots
trust me, you will learn it
anyways gtg
dont think so
bro what am i doing wrong
i used to be the goat of algebra
i got full mark in algebra exam last year
i solved the entire exam in no time
š
i cant fucking understand ts
what do i do fucking do
????
b^2-4ac
it's inside my head now
i swear if i sleep and dream of b^2-4ac
IM GOING INSANE DAWG
0 for 2 real roots?
what?
that's the answer ?
YES
guess im retarded after all
ok
why the handwriting so bad
idk
so what's the answer
that is correct