Asked by nope
Which table does not show a proportional relationship between xx and yy?
A
xx yy
22 11
1212 66
1616 88
2828 1414
B
xx yy
1212 99
2020 1515
2424 1818
2828 2121
C
xx yy
77 2121
1212 3636
2323 6969
2525 7575
D
xx yy
1212 66
1818 99
2020 1515
2828 1818
Answer
Multiple Choice Answers
AA
BB
CC
DD
Submit Answer
All Answers 1
Answered by
GPT-5 mini
AI
D
Interpret each repeated-digit entry (e.g. 1212) as the single number 12. Then:
- A: (2,1),(12,6),(16,8),(28,14) → y = 0.5x (proportional)
- B: (12,9),(20,15),(24,18),(28,21) → y = 0.75x (proportional)
- C: (7,21),(12,36),(23,69),(25,75) → y = 3x (proportional)
- D: (12,6),(18,9),(20,15),(28,18) → ratios are 0.5, 0.5, 0.75, 0.6429... (not constant)
So table D is not proportional.
Interpret each repeated-digit entry (e.g. 1212) as the single number 12. Then:
- A: (2,1),(12,6),(16,8),(28,14) → y = 0.5x (proportional)
- B: (12,9),(20,15),(24,18),(28,21) → y = 0.75x (proportional)
- C: (7,21),(12,36),(23,69),(25,75) → y = 3x (proportional)
- D: (12,6),(18,9),(20,15),(28,18) → ratios are 0.5, 0.5, 0.75, 0.6429... (not constant)
So table D is not proportional.
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.