#Discriminants

60 messages · Page 1 of 1 (latest)

junior field
#

b^2-4ac=0

scarlet jay
#

yes

#

but

#

the brackets are confusing me and like

#

the b expansion

junior field
#

a=3
b=-3k-2

scarlet jay
#

wait

junior field
#

c=3

scarlet jay
#

it isnt -3kx -2x

#

x+3 is the c coefficient?

#

i mean c

junior field
#

no

scarlet jay
#

ignore coefficient

#

no to what

#

then what happens to the x

junior field
#

it's the coefficient of b is -(3k+2)

scarlet jay
#

...

#

i dont get what you mean

junior field
#

look at a

scarlet jay
#

a is 3

junior field
#

why

scarlet jay
#

because it is infornt of the x^2

#

OMDS

#

IM SO STUPID

junior field
#

apply the same logic to the x

scarlet jay
#

Ok got it

#

mb

junior field
#

there you go

#

so we establish that -(3k+2) = -3k-2

#

yes?

scarlet jay
#

yes

#

that is the expansion

junior field
#

so now, use the discriminant and substitute your a, b and c values into it

#

and because we have equal roots, the discriminant must be = to 0

scarlet jay
#

ok after simplifying everything i got

#

9k^2+12k-32=0

#

so i factorise that

#

to solve for k

junior field
#

you could take a factor of 3 out

#

make it a bit easier for you

#

wait can you

scarlet jay
#

3 doesnt go into 32

junior field
#

,w -32/3

junior field
#

lmao anyways

scarlet jay
#

its aight i got a level cal on me

#

ill shove it in ther

junior field
#

yeah

#

I would too

scarlet jay
#

4/3 and -8/3

#

yep correct

#

ty

junior field
#

,w solve 3x^2-(3k+2)x+3

junior field
#

LMAO okay wolfram

junior field
scarlet jay
#

tf is all that...

junior field
#

wolfram being an idiot

scarlet jay
#

i see i see

#

have a nice day