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      Home > Quizzes and Fun Tests > GMAT Practice Tests > GMAT Practice Test - Math revision - Series (A.P)

 
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 GMAT Practice Test - Math revision - Series (A.P)

Welcome to the QuizMoz GMAT Practice Test - Math revision - Series (A.P). QuizMoz offers one of the Internet's largest collection of quizzes for you to tease your brain and pit your wits against the experienced QuizMoz quiz masters. Go ahead and find out what you know about yourself and the world around you. Best of luck!!

 GMAT Practice Test - Math revision - Series (A.P) Facts
 Average Score for this quiz: 33%
 No of times this quiz has been taken: 3
 No of people passing this quiz: 1
 No of people failing this quiz: 2
 Maximum score for this quiz: 83%

Coverage
:
The GMAT Practice test - Math - Series(A.P) has been designed to test the important concepts and skills related to arithmetic progression. The test covers important topics like determining series or a particular term in the series, computing the last term in a series or the first term in the series, number of terms lying between two integers, sum of the terms in a series, etc.
 GMAT Practice Test - Math revision - Series (A.P) Discussion Forum
1. What is 15th term of the sequence defined by Ax = [x ( x - 3 )] / ( x + 3)
a.10
b.150
c.50
d.55/3
2. Compute the 8th term of the sequence defined by:
An = (3n + 6) / (4n -27)
a.30/ 29
b.6
c.30
d.36/5
3. Compute the next four terms of the A.P:
        3, -2, -7, -12, …..
a.15, -13, -18, - 23
b.12, -17, -22, -27
c.-17, -22, -27, -32
d.None of the above
4. Find the 15th term in the following A.P series.
         9, 12, 15, 18, ….
a.54
b.51
c.63
d.60
5. Find the sum of all natural numbers between 500 and 1000 which are exactly divisible by 8.
a.47376
b.42004
c.48422
d.46458
6. How many three digit numbers are divisible by 3?
a.322
b.312
c.300
d.302
7. Find the 21st term of the sequence defined by:
        n2 + 13n + 40
a.720
b.756
c.750
d.754
8. Find the 16th term of a sequence defined by:
        -4n + 15
a.-1
b.-49
c.-60
d.79
9. Find the sum of all natural numbers between 100 and 1000, which are exactly divisible by 13.
a.72
b.69
c.78
d.71
10. Compute the 11th term in the following sequence:
        An = (-1)n.n
a.-1
b.1
c.-11
d.11
11. Compute the first five terms of the sequence defined by:
        (2n - 11)
a.2, 3, 5, 6, 8
b.-9, 7, -5, 4, -1
c.-9, -7, -5, -3, -1
d.9, 7, 5, 4, 1
12. Compute the common difference in the following A.P.
        1/2, 3/4, 1, 5/4, …..
a.1
b.1/2
c.1/3
d.1/4
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