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03 Jan 2024, 07:57
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Dropdown 1: 78%
Dropdown 2: 84%
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
95%
(hard)
Question Stats:
42% (01:49) correct
58%
(02:15)
wrong
based on 404
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Refer to the pictograph reflecting the investment behavior of households in a city.
Use the dropdown menus to complete the statements accurately, using the information provided in the diagram.
Households that invested in at least one of real estate and stocks represent of the total households in the city.
Households that invested in maximum one of the two investments - real estate and stocks - represent of the households in the city.
Attachment:
1.jpg [ 43.04 KiB | Viewed 6492 times ]
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Official Answer
Dropdown 1: 78%
Dropdown 2: 84%
My answer:
1) \(\frac{(16+8+15) }{ (16+8+15+11)} = 0.78\)
2) \(\frac{42 }{ (16+8+15+11)} = 0.84\)
1) \(\frac{(16+8+15) }{ (16+8+15+11)} = 0.78\)
2) \(\frac{42 }{ (16+8+15+11)} = 0.84\)
06 Jan 2024, 02:57
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As the question said, "maximum one" It includes households with one and no investments but not both.
Household with both investments are = 8*1000= 8000
Total household = 50*1000 = 50,000
50,000-8,000= 42,000
(42,000/50,000)*100 = 84%
Answer: E
Household with both investments are = 8*1000= 8000
Total household = 50*1000 = 50,000
50,000-8,000= 42,000
(42,000/50,000)*100 = 84%
Answer: E
