HELP PLEASE!!!! QUICK AND CORRECT ANSWERS WILL GET MEDAL AND FAN!!!!!
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OpenStudy (kristenskate):
OpenStudy (anonymous):
You may use counter examples and eliminate options
OpenStudy (kristenskate):
i think the answer is b
OpenStudy (anonymous):
For example if you let \(j=1\) and \(k=-1\) then\[(j,j)=(1,1) \]\[(k,k)=(-1,-1)\]and these are not in the same quadrant
OpenStudy (anonymous):
For 'b' what if I say let \(j=-1\) and \(k=-1\)
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OpenStudy (kristenskate):
ohhhh
OpenStudy (kristenskate):
(-1,-1 )
OpenStudy (kristenskate):
and
OpenStudy (kristenskate):
umm
OpenStudy (kristenskate):
idk
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OpenStudy (kristenskate):
... sorry...
OpenStudy (anonymous):
there is nothing to be sorry about
OpenStudy (anonymous):
\((jk,jk)=(1,1)\) because \((-1)(-1)=1\) so also 'b' cannot be the answer
OpenStudy (anonymous):
right?
OpenStudy (kristenskate):
because when you add 2 negatives it equals a a positive
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OpenStudy (anonymous):
emm.. when you multiply two negatives actually ;)
OpenStudy (kristenskate):
ohh right
OpenStudy (anonymous):
so here is the point, If we want two points be lie in the same quadrant their x's must have the same sign and their y's must have the same sign
see for example (2, -4) and (13, -35) lie in the same quadrant (4th quadrant)
OpenStudy (anonymous):
What do you think about two other options?
OpenStudy (kristenskate):
so its either c or d
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OpenStudy (kristenskate):
umm
OpenStudy (kristenskate):
i think the answer would be c
OpenStudy (anonymous):
and remember that if you multiply a number by a positive number its sign doesn't change
OpenStudy (kristenskate):
ok so i think its d
OpenStudy (anonymous):
very good, answer is 'd'
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