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OpenStudy (antiprime):
final round
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OpenStudy (antiprime):
\[\sqrt{64}x^2-\sqrt{144}x=3!=10 \]
OpenStudy (antiprime):
factor it then graph it
OpenStudy (sweetburger):
how is it equal to 6 and 10 what
OpenStudy (antiprime):
i mean +6
OpenStudy (sweetburger):
+-8x^2 - +-12x = 6 or 10?
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OpenStudy (antiprime):
10 it equal 10
OpenStudy (sweetburger):
ok so i can factor out a 4x
4x(+-2x - +-3) = 10
so one x value is 10/4 rewritten 5/2
NOw there are a lot of solutions for x for (+-2x - +-3) = 10
OpenStudy (antiprime):
thanks but u was suposto make it =0
OpenStudy (sweetburger):
ok so from +-8x^2 - +-12=10 i subtract 10 from both sides
+-8x^2 - +-12 -10 = 0
which is just a ton of different possible parabolas.
OpenStudy (antiprime):
now solve that plz
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OpenStudy (sweetburger):
didnt i do that above
OpenStudy (sweetburger):
what does it matter if i put the 10 on the right side?
OpenStudy (antiprime):
no we need 2 soultions
OpenStudy (sweetburger):
to x intercepts? alright
OpenStudy (antiprime):
ye
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OpenStudy (sweetburger):
so many possible quadratic equations to test...
OpenStudy (antiprime):
thats y i made it
OpenStudy (sweetburger):
I got x = -(sqrt(29)-3)/4 and x = (sqrt(29)+3)/4
OpenStudy (antiprime):
good job u have passed the test u win
OpenStudy (sweetburger):
lolll nice
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OpenStudy (antiprime):
u win a millon dolla
OpenStudy (antiprime):
@sweetburger
OpenStudy (antiprime):
@sweetburger
@sweetburger
OpenStudy (antiprime):
@sweetburger
OpenStudy (antiprime):
@sweetburger
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OpenStudy (sweetburger):
damn im richhhh
OpenStudy (sweetburger):
XDD
OpenStudy (antiprime):
not kiddin tho u won money
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