2x-3=2(5+x) is this conditional, contradiction or identity? then describe
dnt knw!
Start by trying to get the two sides of the equal sign to be of the same form.
i.e. distribute the 2 to each of the terms in (5+x)
I have a hard time solving these as it is Im learning though
Stop that
contradiction
I think it is a contradiction.
Yeah, it's a contradiction because -3 doesn't equal 10
I think you all should be a little quieter and actually help her solve the problem.
lol
polpak, it's okay, we're helping her.
Roseanne. Do you understand any of what they said?
so polpak can u help me a lil and show me how to solve these I need to learn
If she has any questions, she can always ask...
It was 2x - 3, not 2x+3
She did ask. And all she got was a pointless one word response that was WRONG the first two times. Perhaps you could start from the position of helping rather than just trying to get the answer out quickly and she might not have to ask the next time.
Hey, I came in late...sorry?
2x - 3 = 10 + 2x [I distributed the 2 on the left side.] 2x = 13 + 2x [I added 3 to both sides.] 0 = 13 [I subtracted 2x from both sides.] But 0 does not equal 13, this makes it a contradiction.
so there asking to describe the soulution la is what u just mean describing it?
LA-MrC, I question your technique
It's really a one step problem....Just subtract 2x from both sides
ok im confused
Then you have to know what conditional, contradiction, or Identity means
i know what identity means
Roseanne, I have posted a new question for you.
Conditional means only one solution, Contradiction means no solutions, Identity means infinite solutions
condratiction i think means makes no sense like 104 = 5 right? no varaible or am Iwrong
Yes, correct
Conditional doesn't mean only one solution.
It means limited solutions
Not even that.
what does it mean
Contradictory means it is never true (independent of the variables) Conditional means that is is sometimes true (depends on the values of the variables) Identity means that it is always true (indepenent of the variables)
ok
Join our real-time social learning platform and learn together with your friends!