Give the domain and range for the relation.
D: {0, 1, 2}
R: {-2, -1, 0, 1, 2}
D: {x| x > 0}
R: {y| y > -2}
D: {-2, -1, 0, 1, 2}
R: {0, 1, 2}
D: {x| x < 2}
R: {y| y < 2}
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OpenStudy (campayne):
OpenStudy (jackthegreatest):
ok first of all do you know what domain and range are?
OpenStudy (jackthegreatest):
@CamPayne
OpenStudy (campayne):
um kind of
OpenStudy (jackthegreatest):
ok domain is the range x can equal
range is the range y can equal
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OpenStudy (jackthegreatest):
Lets find the domain first
OpenStudy (campayne):
gotchu so far
OpenStudy (jackthegreatest):
ok so what is the highest and lowest x value?
OpenStudy (jackthegreatest):
ok what is the most right and most left x value
OpenStudy (campayne):
-2 and 2?
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OpenStudy (jackthegreatest):
0 and 2 (x value), -2 is the y
OpenStudy (jackthegreatest):
anyways those are your boundaries for the Domain
OpenStudy (campayne):
kay
OpenStudy (jackthegreatest):
so 0,1,2 is the domain
OpenStudy (jackthegreatest):
alright same idea for y
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OpenStudy (jackthegreatest):
what could y be (name the y values)
OpenStudy (campayne):
umm 1 and 2
OpenStudy (campayne):
wait -2 -1 1 and 2
OpenStudy (jackthegreatest):
dont forget 0
OpenStudy (jackthegreatest):
but there you go the range : )
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OpenStudy (jackthegreatest):
easy right
OpenStudy (campayne):
i suppose
OpenStudy (campayne):
oh i think i got it now
OpenStudy (jackthegreatest):
:D glad to hear, want to guess at answer?
OpenStudy (campayne):
only one option i have fits that
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OpenStudy (campayne):
yeah um these are my options
D: {0, 1, 2}
R: {-2, -1, 0, 1, 2}
D: {x| x > 0}
R: {y| y > -2}
D: {-2, -1, 0, 1, 2}
R: {0, 1, 2}
D: {x| x < 2}
R: {y| y < 2}