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![Find an expression equivalent to the one below [0.3667][0.8333][0.333]](/forum/styles/gmatclub_light/imageset/icon_post_target_unread.svg "Find an expression equivalent to the one below [0.3667][0.8333][0.333]"){kind=icon}
06 Sep 2020, 02:08
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D
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Difficulty:
85%
(hard)
Question Stats:
48% (02:16) correct
52%
(02:34)
wrong
based on 142
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Find an expression equivalent to the one below
\(\frac{[0.3667][0.8333][0.3333]}{[0.4444][0.6667][0.125]}=\)
A. 2
B. 2.4
C. 2.45
D. 2.75
E. 2.8
\(\frac{[0.3667][0.8333][0.3333]}{[0.4444][0.6667][0.125]}=\)
A. 2
B. 2.4
C. 2.45
D. 2.75
E. 2.8
yashikaaggarwal
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06 Sep 2020, 03:06
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\(\frac{[0.3667][0.8333][0.3333]}{[0.4444][0.6667][0.125]}\)
\(\frac{[3667][8333][3333]*[10000*10000*1000]}{[4444][6667][125]*[10000*10000*10000]}=\)
\(\frac{[3667][8333][3333]}{[4444][6667][1250]}\)
3667/6667 = 0.55 (approx) (6667/2 = 3333.3)
3333/4444 = 3/4 = 0.75
8333/1250 = 6.6 (approx) (1250*6 = 7500 and 1250*7 = 8750)
0.55*0.75*6.6 = 2.7225 = 2.75 (approx)
Answer is D
\(\frac{[3667][8333][3333]*[10000*10000*1000]}{[4444][6667][125]*[10000*10000*10000]}=\)
\(\frac{[3667][8333][3333]}{[4444][6667][1250]}\)
3667/6667 = 0.55 (approx) (6667/2 = 3333.3)
3333/4444 = 3/4 = 0.75
8333/1250 = 6.6 (approx) (1250*6 = 7500 and 1250*7 = 8750)
0.55*0.75*6.6 = 2.7225 = 2.75 (approx)
Answer is D
paras7424
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06 Sep 2020, 04:48
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IMO D.
0.3667 = 1.1/3
0.8333 = 2.5/3
0.3333 = 1.0/3
0.4444 = 4.0/9
0.6667 = 2.0/3
0.125 = 1.0/8
Substituting these value in above equation and cancelling out we will get 11/4 = 2.75!!
Posted from my mobile device
0.3667 = 1.1/3
0.8333 = 2.5/3
0.3333 = 1.0/3
0.4444 = 4.0/9
0.6667 = 2.0/3
0.125 = 1.0/8
Substituting these value in above equation and cancelling out we will get 11/4 = 2.75!!
Posted from my mobile device
