if the data in Statements II alone are sufficient to answer the question, while the data in Statement I alone are not sufficient to answer the question.
I. Raju can take 4 to 8 days to complete the work.
II. Raju can take 8 to 10 days to complete the work.
Using both the statements together we can determine that Raju took 8 days to complete the work.
I. Using I only, we cannot determine that G stays on 4th floor.
Using I:
T 5 R and T is midway between P and Q
Using II:
R 2 Q
Using both:
P 7 T 5 R 2 Q
Even by using both the statements together we cannot determine the gender of B. So, A can have one or two brothers.
Even by using both the statements together we can only determine that number of candidates appeared was more than 200.
Even by using both the statements together we cannot determine whether B has highest number of student or D.
From Statement II.
Suppose, side of a square be x.
Hence, x2 = 196
? x = 14 cm
From Statements I and II,
Radius of semi-circle, r = 7 cm
? Circumference of semi-circle
?r = 22/7 x 7 = 22 cm
Hence, both Statement are required .
From Statement I.
n = W + 6
From Statement II,
p = w + 4
The value of w is not given.
So, exact average can't be determined .
Selling price of an article = ? 24000
From Statement I.
Cost price = 3/5 x 24000 = ? 14400
? Profit % = [(24000 - 14400)/14400] x 100
= 66.66%
From Statement II,
it is not clear that cost price is more than selling price or vice-versa.
Suppose, numbers be x and y.
Statement I. x2 = 9y
Statement II, x/y = 3/4
From both statement, we get
x = 12 and y = 16
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