• Directions (16-18): Those questions are based on the five three digit numbers given below.

527 749 456 188 863
The sum of all the three digits of which of the following two numbers is exactly the seine?
 A) 527 and 749 B) 749 and 188 C) 863 and 456 D) 863 and 188 E) 527 and 188

 D) 863 and 188

8 + 6 + 3 = 17

1 + 8 + 8 = 17

##### Similar Questions
1). Which of the following is the second digit of the third lowest number?
 A). 6 B). 2 C). 4 D). 8 E). 5
2). If '2' is subtracted from last digit of each of these numbers and '1' is added to the first digit of each of these numbers, which of the following will be the third digit of the second lowest number thus formed
 A). 6 B). 2 C). 4 D). 8 E). 5
3). Statement: $$C < O \ge M > P = T > S$$
Conclusions: I. S < O II. T < C
 A). If either conclusion I or ll is true B). If neither conclusion I nor II is true C). If both conclusions I and II are true D). If only conclusion I is true E). If only conclusion II is true
4). Statements: $$S < T \ge O = R; T < V$$
Conclusions : I. $$R \le S$$ II. $$T \ge R$$
 A). If either conclusion I or ll is true B). If neither conclusion I nor II is true C). If both conclusions I and II are true D). If only conclusion I is true E). If only conclusion II is true
5). Statements: $$Z = M < T \ge F > U$$
Conclusions : I. Z < F II. U < M
 A). If either conclusion I or ll is true B). If neither conclusion I nor II is true C). If both conclusions I and II are true D). If only conclusion I is true E). If only conclusion II is true
6). Statements: $$S < T \ge O = R; T < V$$
Conclusions : I. V > S II. R < V
 A). If either conclusion I or ll is true B). If neither conclusion I nor II is true C). If both conclusions I and II are true D). If only conclusion I is true E). If only conclusion II is true
7). Statements: $$M < A \le L = V < B \ge T$$
Conclusions : I. $$B > A$$ II. $$T \le M$$
 A). If either conclusion I or ll is true B). If neither conclusion I nor II is true C). If both conclusions I and II are true D). If only conclusion I is true E). If only conclusion II is true