# Free GMAT Focus Practice Test: Full-Length Mock | topin GMAT guidesFree GMAT practice test ![](/planets/mercury.webp) GMAT Focus Edition # Free GMAT Focus practice test, full length A complete GMAT Focus Edition: Quant, Verbal and Data Insights, each 45 minutes and adaptive question by question, with section scores on the 60–90 scale and a total from 205 to 805. [Start the free practice test ](/gmat/login)2 hours 15 minutes ## What's in the GMAT practice test 1. Section 1 ### Quantitative Reasoning 21 adaptive questions [Section guide ](/gmat/quant) 2. Section 2 ### Verbal Reasoning 23 adaptive questions [Section guide ](/gmat/verbal) 3. Section 3 ### Data Insights 20 adaptive questions, calculator [Section guide ](/gmat/data-insights) * Timed like test day * Scored on the official GMAT scale * Every answer explained afterwards ## Try three GMAT practice questions Original questions in the style of the real test, with the answer and explanation one tap away. Question 1 · GMAT Quant · [Problem Solving](/gmat/quant/problem-solving) If x and y are positive integers and 3x + 5y = 52, how many different pairs (x, y) are possible? 1. A2 2. B3 3. C4 4. D5 5. E6 Show the answer B: 3 Test y rather than x, because 5y moves in bigger steps. 52 - 5y must be positive and divisible by 3\. y = 1 gives 47, no. y = 2 gives 42, so x = 14\. y = 3 gives 37, no. y = 4 gives 32, no. y = 5 gives 27, so x = 9\. y = 6 and y = 7 give 22 and 17, no. y = 8 gives 12, so x = 4\. y = 9 and y = 10 give 7 and 2, no, and y = 11 makes x negative. That leaves (14, 2), (9, 5) and (4, 8). Once you find one solution, the others follow by adding 3 to y and taking 5 from x. The trap is counting every y up to 10 that keeps x positive without checking divisibility. Question 2 · GMAT Verbal · [Critical Reasoning](/gmat/verbal/critical-reasoning) Last year, Harbourton fitted brighter LED street lamps on half of its streets. Reported bicycle thefts on those streets fell by 30 percent, while thefts on the other streets stayed level. The council concludes that brighter lighting deters bicycle theft and plans to fit LED lamps on the remaining streets. Which of the following, if true, most seriously weakens the council's conclusion? 1. ALED lamps cost less to run than the lamps they replaced. 2. BThe streets that received LED lamps were also the only streets where the council installed locking bicycle racks last year. 3. CReported bicycle thefts in a neighbouring town rose last year. 4. DMore people in Harbourton owned bicycles last year than the year before. 5. ESome residents of the newly lit streets have complained that the lamps are too bright. Show the answer B The conclusion is that lighting caused the fall in thefts. The evidence is a before and after comparison between two groups of streets, so the gap is any other difference between those groups. B names one: the same streets got locking racks, which could explain the fall on their own. A and E are about cost and complaints, not theft. C compares a different town, which says nothing about why Harbourton's two groups of streets differ. D is a town-wide change that affects both groups equally, so it cannot explain the difference between them. Question 3 · GMAT Data Insights · [Data Sufficiency](/gmat/data-insights/data-sufficiency) Is the positive integer n divisible by 6? (1) n is divisible by 3\. (2) n^2 is divisible by 12. 1. AStatement (1) ALONE is sufficient, but statement (2) alone is not sufficient. 2. BStatement (2) ALONE is sufficient, but statement (1) alone is not sufficient. 3. CBOTH statements TOGETHER are sufficient, but NEITHER statement ALONE is sufficient. 4. DEACH statement ALONE is sufficient. 5. EStatements (1) and (2) TOGETHER are NOT sufficient. Show the answer B Statement (1): n = 3 gives no, n = 6 gives yes. Not sufficient. Statement (2): 12 = 4 x 3, so n^2 is divisible by 3 and by 4\. Because 3 is prime, 3 dividing n^2 means 3 divides n. And n must be even, since an odd n gives an odd n^2\. So n is divisible by 2 and 3, and therefore by 6, for every n that fits. Checks: 6, 12 and 18 all fit and are all divisible by 6\. Sufficient, so the answer is B. The trap is C: people assume (2) only shows n is even and reach for (1) to supply the 3. ## Ready for the full test? 2 hours 15 minutes, every section, scored. Your first GMAT mock is free. [Start the free practice test ](/gmat/login) ## GMAT practice test FAQs Is the GMAT practice test really free? Yes. Your first full-length GMAT mock is free with every section included. You sign in with Google so your answers and scores are saved to your account. Do I get explanations after the GMAT practice test? Yes. When you finish you see your score for each section and can review every question with the correct answer and an explanation, so you know exactly what to practise next. How long is the free GMAT practice test? 2 hours 15 minutes of testing: three sections of 45 minutes each, 21 Quant, 23 Verbal and 20 Data Insights questions. Can I review and change answers in the GMAT practice test? Yes, as on the real GMAT Focus: bookmark questions as you go, then review and change up to three answers per section before you finish it.