GRE Complete Mock Test

5/5 - (1 vote)

GRE Complete Mock Test. We covered all the GRE Complete Mock Test in this post for free so that you can practice well for the exam.

Install our MCQTUBE Android app from the Google Play Store and prepare for any competitive government exams for free.

These types of competitive MCQs appear in the exams like GRE, CAT, CSAT, CLAT, Banking, Defence, G.I.C, GMAT, IBPS, L.I.C, MAT, Railway, SSC, UPSC, UGC, XAT, CDS, CPO, ICET, IMA, Income Tax, Insurance, KPSC, NDA, SNAP Test, Sub Inspector of Police, TNPSC, all Government Exams, and other Competitive Examinations, etc. We created all the competitive exam MCQs into several small posts on our website for your convenience.

You will get their respective links in the related posts section provided below.

Join Telegram Group and Get FREE Alerts! Join Now

Join WhatsApp Group For FREE Alerts! Join Now

Related Posts:

Questions hide

GRE Complete FREE Mock Test for Students

Find the sum of the first 24 Natural numbers.

(a) 300

(b) 240

(c) 360

(d) 380

(e) 420

Option a – 300

Find the sum of squares of numbers between 40 & 50

(a) 18205

(b) 12825

(c) 18285

(d) 18855

(e) 18825

Option c – 18285

Find the sum of cubes of all Natural numbers from 11 to 20

(a) 40015

(b) 41150

(c) 41175

(d) 47115

(e) 45771

Option c – 41175

There are certain common terms in both Arithmetic Progressions A = (17,21,25,..) & B = (16,21,26..). Find the sum of the first ten such terms appearing in both.

(a) 1110

(b) 1100

(c) 1010

(d) 1011

(e) 10100

Option a – 1110

The first three terms of a GP are x + 1, x-3, and x-1. find the value of x

(a) 5/2

(b) 3/5

(c) 5/4

(d) 5/3

(e) 2/3

Option d – 5/3

Find the sum of cubes of Natural numbers whose results lie between 1000 & 4000

(a) 11370

(b) 11375

(c) 11753

(d) 11573

(e) 11575

Option b – 11375

The arithmetic sum of any number of consecutive odd numbers, beginning with unity, is always

(a) Odd

(b) Even

(c) Integer

(d) Square

(e) Rational

Option b – Even

The side of a square ABCD is ‘2’ meters. Another square EFGH is drawn by joining midpoints of ABCD and so on. The sum of areas of all such squares is.

(a) 8

(b) 9

(c) 12

(d) 24

(e) 32

Option a – 8

If 4, 9, 14…are in A.P then the sum of 8 terms is given by

(a) 162

(b) 164

(c) 168

(d) 172

(e) 180

Option d – 172

Find ratios of AM, GM & HM of two numbers 16 & 64

(a) 5 : 4 : 2

(b) 3 : 4 : 3.2

(c) 5 : 3 : 4

(d) 5 : 4 : 3.2

(e) None of these

Option d – 5 : 4 : 3.2

Generate a relation amongst AM, GM & HM of two numbers 32 & 32

(a) A>G=H

(b) AG>H

(c) A>G>H

(d) A = G =H

(e) None of these

Option c – A>G>H

Find the difference between K & M given that (18, K, 72) and (24, M, 144) are in AP & GP respectively.

(a) 10

(b) 15

(c) 18

(d) 24

(e) 32

Option b – 15

Find the sum of all Natural numbers < 145 but greater than 127

(a) 2312

(b) 2302

(c) 2032

(d) 2123

(e) 2321

Option a – 2312

Find the sum of squares of all Natural Numbers whose results <400

(a) 247

(b) 2740

(c) 2490

(d) 2470

(e) 2746

Option d – 2470

Given that 48, K, M, and 1296 are in GP, find the value of K & M

(a) 432

(b) 216

(c) 108

(d) 864

(e) None of these

Option a – 432

If 2/3, 2/5, 2/7….. are in HP, find 6th term in HP

(a) 1/12

(b) 2/11

(c) 3/10

(d) 2/13

(e) None of these

Option d – 2/13

Given that 3/11, 3/14, and 3/17 are terms of HP, find the sum of 9 terms in this row.

(a) 2/23

(b) 1/69

(c) 3/92

(d) 4/115

(e) None of these

Option b – 1/69

Let the harmonic mean and geometric mean of two positive numbers ‘a’ & ‘b’ be in the ratio 4 : 5 then find an equation involving the numbers.

(a) 1

(b) 2

(c) 0

(d) 8

(e) 11

Option c – 0

A.M. and H.M. of two quantities 27 and 12 respectively, find their G.M.

(a) 12

(b) 9

(c) 18

(d) 24

(e) 30

Option c – 18

We covered all the gre complete mock test above in this post for free so that you can practice well for the exam.

Check out the latest MCQ content by visiting our mcqtube website homepage.

Also, check out:

Join Telegram Group and Get FREE Alerts! Join Now

Join WhatsApp Group For FREE Alerts! Join Now

Hello, I am the admin of mcqtube.com website. I am a blogger and app developer. Thanks.

Leave a Comment