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If 35% of the investors traded in both category A
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07 Jan 2022, 23:47
07 Jan 2022, 23:47
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Question Stats:
15% (01:49) correct
84% (02:12) wrong based on 33 sessions
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If 35% of the investors traded in both category A and category B, what percent of investors traded in neither of these two categories?
A) 7.5%
B) 10.5%
C) 15%
D) 22 %
E) 27.5%
If 35% of the investors traded in both category A
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08 Jan 2022, 02:54
08 Jan 2022, 02:54
2
Expert Reply
we do know that 35% is the total of both A+B
therefore, our 35% is the total value of the two sub percentage \(82+45.5 \approx 128\)
what percent of 128% (1.28) is 35%
translate
\(\frac{x}{100} 1.28= 0.35\)
\(X = 27.3\)
answer is E
therefore, our 35% is the total value of the two sub percentage \(82+45.5 \approx 128\)
what percent of 128% (1.28) is 35%
translate
\(\frac{x}{100} 1.28= 0.35\)
\(X = 27.3\)
answer is E
Re: If 35% of the investors traded in both category A
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30 Apr 2023, 00:43
30 Apr 2023, 00:43
Hi there,
Unfortunately I do not understand the explanation provided. I tried solving it with the double matrix method and obtained A. Can someone explain it please via double matrix method?
Unfortunately I do not understand the explanation provided. I tried solving it with the double matrix method and obtained A. Can someone explain it please via double matrix method?
