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OpenStudy (adajiamcneal):
What is the best way to classify each equation?
1. 8x+24=2(4x+12)
2.5x+18-x=2(2x+8)
3. 7(3x-2)=20x-13
4. 3x+2(x-10)=5(x-4)
A. identity
B. contradiction
C. neither
OpenStudy (adajiamcneal):
@eyust707 help please
OpenStudy (eyust707):
If they are identical/equal its an identity
OpenStudy (eyust707):
If they are not equal its a contradiction
OpenStudy (adajiamcneal):
well yeah I understand that pero I don't know how to like solve them
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OpenStudy (eyust707):
Is 8x + 24 the same as 2(4x +12) ?
OpenStudy (adajiamcneal):
yeah
OpenStudy (eyust707):
Bingo! that means its an identity
OpenStudy (adajiamcneal):
ok what about the next one?
OpenStudy (adajiamcneal):
like how do i find out if its neither
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OpenStudy (eyust707):
5x+18-x = 2(2x+8)
4x +18 = 4x + 16
OpenStudy (eyust707):
is that true?
OpenStudy (adajiamcneal):
no so would it be contradiction or neither?
OpenStudy (eyust707):
contradiction
OpenStudy (eyust707):
neither means it could be true or it couldn't be true depending on what we plug in for x
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OpenStudy (eyust707):
contradiction means it is never true
OpenStudy (eyust707):
7(3x-2)=20x-13
OpenStudy (eyust707):
whats that one?
OpenStudy (adajiamcneal):
i think is contradiction
OpenStudy (eyust707):
I actually thought that at first too but lets be careful
21x - 14 = 20x -13
21x -1 =20x
x-1=0
x=1
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