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Re: Which of the following values is closest to [#permalink]
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BPHASDEU wrote:
Which of the following values is closest to 1/3 + 0.4 + 65%?

A 1.1
B 1.2
C 1.3
D 1.4
E 1.5


65% is VERY CLOSE to 2/3 (2/3 = 0.666666... ≈ 66.66%)

So, we get:
1/3 + 0.4 + 65%1/3 + 0.4 + 2/3
1 + 0.4
≈ 1.4

Cheers,
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Re: Which of the following values is closest to [#permalink]
1/3=33,3% +40%+65%=138,3%
the closes is 1,4
D
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Re: Which of the following values is closest to [#permalink]
Bunuel

Is this fine?

0.3+0.4+0.65
=1.35

I chose 1.4 because when we round off the value, we get 1.4 and 1.35 > 1.3 and closer to 1.4.
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Re: Which of the following values is closest to [#permalink]
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Shiv2016 wrote:
Bunuel

Is this fine?

0.3+0.4+0.65
=1.35

I chose 1.4 because when we round off the value, we get 1.4 and 1.35 > 1.3 and closer to 1.4.


You should have chosen 1.4 because 1/3 > 0.3, so the actual sum is more than 1.35.
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Re: Which of the following values is closest to [#permalink]
Ans is D
1/3+.4+65%
0.33+0.40+0.65
1.38 ~ 1.40 option D
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Re: Which of the following values is closest to [#permalink]
BPHASDEU wrote:
Which of the following values is closest to 1/3 + 0.4 + 65%?

A 1.1
B 1.2
C 1.3
D 1.4
E 1.5


we can write as ; 0.33+0.4+.65 ; 1.4
IMO D
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Re: Which of the following values is closest to [#permalink]
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Re: Which of the following values is closest to [#permalink]
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