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GRE Practice test Report Scores. We covered all the GRE Practice test Report Scores in this post for free so that you can practice well for the exam.
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GRE Practice test with Score for Students
A lecture hall has three doors. In how many possible ways can a lecturer both enter and exit the room, using different doors for entering and leaving?
a) 1
b) 2
c) 6
d) 9
e) 12
Option c – 6
A store has two shirts of different colors and three pants of different colors. In how many distinct combinations can Mr. Choosie select one shirt and one pair of pants?
a) 3
b) 5
c) 2
d) 6
e) 9
Option d – 6
A lecture hall has three doors. In how many possible ways can a lecturer enter and exit the room, without any restriction on using the same or different doors?
a) 2
b) 3
c) 5
d) 9
e) 11
Option d – 9
From all the letters of the word “MATHEMATICS,” how many unique arrangements can be made if each arrangement begins with the letter M?
a) 368200
b) 3628000
c) 907200
d) 40320
e) None of these
Option c – 907200
From all the letters of the word “MATHEMATICS,” how many unique arrangements can be formed if each arrangement starts with the letter S?
a) 453600
b) 907200
c) 226800
d) 218600
e) None of these
Option b – 907200
From all the letters of the word “MATHEMATICS,” how many arrangements are possible if each begins with M and ends with S?
a) 181440
b) 45360
c) 40320
d) 90720
e) None of these
Option d – 90720
From all the letters of the word “MATHEMATICS,” how many arrangements are possible if each begins with two M’s and ends with two T’s?
a) 5040
b) 2520
c) 1260
d) 4050
e) None of these
Option d – 4050
A bag contains 8 white balls and 10 green balls. If 5 balls are drawn, what is the probability that exactly 2 are white and 3 are green?
a) 0.39
b) 0.45
c) 0.55
d) 0.65
e) None of these
Option a – 0.39
How many distinct three-digit numbers can be created using all the digits of the largest three-digit prime number?
a) 3
b) 6
c) 12
d) 10
e) None of these
Option d – 10
In how many arrangements can six letters of different colors be placed in a row so that the red and the white letters are never together?
a) 120
b) 720
c) 480
d) Data Inadequate
e) None of these
Option d – Data Inadequate
In how many ways can the letters M, N, O, P, Q, R be arranged in a row so that P and Q are always positioned together?
a) 120
b) 480
c) 720
d) 240
e) None of these
Option a – 120
How many unique arrangements can be formed by using all the letters of the word “MATHEMATICS”?
a) 4989600
b) 4989600
c) 4989200
d) 19988800
e) None of these
Option c – 4989200
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