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Breathless:
WOmp
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Breathless:
idontexistrn1:
ewwwwwwwwww
adrianluvvsyouu2:
Do you need help solving it?
Breathless:
yes
adrianluvvsyouu2:
Use like terms, when you have 2z and another 2z for instance, you can add those to 4z. Same idea with 5z^2 - 3z^2, the z^2 is the same so you can add their coefficient (the number in front of the variable). -2z^2 - 15z - 9 - 11z^2 - 8z + 2 Its easy when its addition of polynomials, its harder when subtracting (since you have to multiply everything in parenthesis by -1)
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adrianluvvsyouu2:
Using those examples I think you can simplify the expression
Breathless:
thx!
adrianluvvsyouu2:
You should have gotten -13z^2 - 23z - 7 or -(13z^2 + 23z + 7)
idontexistrn1:
smartyyy
@adrianluvvsyouu2 wrote:
You should have gotten -13z^2 - 23z - 7 or -(13z^2 + 23z + 7)
sllo:
U have reddit, u have chat gpt
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Breathless:
leave him be --v
Breathless:
yup!
@adrianluvvsyouu2 wrote:
You should have gotten -13z^2 - 23z - 7 or -(13z^2 + 23z + 7)
adrianluvvsyouu2:
smartyyy
I'm taking calculus now, you have to know this stuff by heart
@idontexistrn1 wrote:
@adrianluvvsyouu2 wrote:
You should have gotten -13z^2 - 23z - 7 or -(13z^2 + 23z + 7)
adrianluvvsyouu2:
yup!
Good job then!
@breathless wrote:
@adrianluvvsyouu2 wrote:
You should have gotten -13z^2 - 23z - 7 or -(13z^2 + 23z + 7)
Breathless:
;p
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Breathless:
thank you for helping
adrianluvvsyouu2:
No problem, you can @ me for any subject except maybe world history, I'm a bit rusty
Breathless:
oki doki
Joyandy:
wild
Breathless:
eh
@joyandy wrote:
wild
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