Which statement is the following a counterexample for? 2 ∙ 11 = 22 A.you multiply two numbers greater than 5, then their product is greater than 25. B.If the product of two numbers is even, then both numbers must be even. C.If x ∙ y = 1, then x or y must equal 1. D.If two times a number is greater than 16, then the number must be greater than 9.
D I think :D
@Studygirl196556 Why do you think it is D?
I think it is either D or A. So was just wondering :D
Then again it can't be A.. It could be B though
this is hard brb let me check
Counterexample : is a example that shows a conjecture is incorrect. So It may be B?
I think it's either C or D
Let's get some more people here hold on!
@calculusxy @LegendarySadist @iGreen
This is harder than I though T_T
thought*
@Atsie
sorry i was afk , I was thinking about d also , but not sure
Yea I think it's D but still not sure
D looks like it may be it. Just best to make sure.
@Englishguy
@rockstar0765
I'm going to look it up to check if it's D
Cant help you srry...
It isn't D fyi
I'm pretty sure it's D :)
It isn't?
It isn't :)
I'm COMOPLETELY sure
lol typo
The example is supposed to prove the postulate WRONG. The example proves the postulate of D RIGHT.
How about C
That one is irrelevant to the example. It is not proven or disproved either way.
B! I'd say
The only one that makes sense is B. It says that if the product of two numbers is EVEN, BOTH NUMBERS are also even. The product in the example is even, so according to that postulate, both numbers being multiplied should be even. But of course 11 is odd, which proves the postulate WRONG. Ez
Sorry @jaclynbabe I can't help you :(
Yes @LegendarySadist I would go with B too. Best of luck @jaclynbabe
Thank you for all the responses , I still feel more comfortable with the problem nonetheless [:
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