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1/pi
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19 May 2017, 01:08
19 May 2017, 01:08
Expert Reply
00:00
Question Stats:
82% (00:28) correct
17% (00:32) wrong based on 97 sessions
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Quantity A |
Quantity B |
\(\frac{1}{\pi}\) |
\(\frac{1}{\sqrt{10}}\) |
A) Quantity A is greater.
B) Quantity B is greater.
C) The two quantities are equal.
D) The relationship cannot be determined from the information given.
Re: 1/pi
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09 Oct 2017, 08:15
09 Oct 2017, 08:15
1
If we take the denominators and square them we get \(3.14^2 = 9.85\) and \(\sqrt(10)^2 = 10\). Thus, given that the numerator is the same but quantity A is divided by a smaller number, quantity A is greater.
Answer A
Answer A
Re: 1/pi
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09 Jan 2023, 09:02
09 Jan 2023, 09:02
I wonder something maybe I am wrong can yo enlighten me?
1)
Q.A=1/π is equal to 1/3.14=0.318 and 1/(3.14)^2 thus 1/9.85=0.101
Q.B=1/√10=0.316 and (1/√10)^2 =1/100=0.01
2) Before square them |Q.A-Q.B|=0.02 after square |Q.A-Q.B|=0.091.
3)Shortly, although, in two sceniro Q.A is greater but difference between them changed. Isn't this approach damaging the propotion another words Is the IlCreatore's solution method true?
Thank You.
1)
Q.A=1/π is equal to 1/3.14=0.318 and 1/(3.14)^2 thus 1/9.85=0.101
Q.B=1/√10=0.316 and (1/√10)^2 =1/100=0.01
2) Before square them |Q.A-Q.B|=0.02 after square |Q.A-Q.B|=0.091.
3)Shortly, although, in two sceniro Q.A is greater but difference between them changed. Isn't this approach damaging the propotion another words Is the IlCreatore's solution method true?
Thank You.
