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CAT Exam Quantitative Section preparation |

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Re: CAT Exam Quantitative Section preparation
Here I am giving you name of some best books for preparation of CAT quantitative section examination below : The Pearson Guide to Quantitative Aptitude and Data Interpretation for the CAT Author: Nishit K. Sinha CAT Topic-wise Solved Papers with Test & Assessment CD [Paperback] Deepak Agarwal (Author), Shipra Agarwal (Author) How to Prepare for Quantitative Aptitude for the CAT Common Admission Test 5th Edition Author: ARUN SHARMA CAT Topic-wise Solved Papers with Test & Assessment CD [Paperback] Deepak Agarwal (Author), Shipra Agarwal (Author) |

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Re: CAT Exam Quantitative Section preparation
Here I am providing the CAT Quantitative Exam syllabus for preparation which you are looking for . Basics: Divisibility Remainder Theorem Number Properties LCM, HCF Arithmetic: Simple & Compound Interest Time & Speed, Unitary Method, Time & Work Profit & Loss Percentage & Discount Fractions & Decimals, Ratio & Proportion, Square Roots Algebra: Simple Equations Functions Quadratic Equations Polynomials Exponents Sets, Relations & Mappings: Sets Functions Venn Diagrams Relations Mensuration: Areas of Triangle, Quadrilateral, and Circle Volume of Cylinder, Cone, and Sphere Geometry: Parallelogram Triangles Properties of Circle Statistics: Mode Quartiles Mean Median Permutations and Combinations Probability For your idea , here I am providing the list of few questions : Question 1: If (m – 3) = 4m – 5, then which of the following could be the value of m? 98 6 85 2 47 Answer (d) Explanation: The first equation is m – 3 = 4m – 5, which simplifies to m = 4/3 but this is not the answer. Let us look at the second equation – (m – 3) = 4m – 5. This simplifies to 3 – m = 4m – 5 that means 5m = 10 and m = 2. Question 2: If w = 2/3 and a = 6 then a/w + 4/w2 = 323 76 10 11 2346 Answer (e) Explanation: Insert the values given for w and a into the equation a/w + 4/w2 = 5/2 + 3 (4/2)2 = 7/2 + 5/5 = 5/2 + 12 = 7/2 + 5/5 = 29/2 = 7/2 = 11 therefore the correct answer is (d). Question 3: As an agent, Leonardo receives a $20,00 commission for each unit he sells more than 500 units, she receives an additional bonus of $2,000,00. What was the total amount Leonardo received in bonuses in 2011? $987 $4,00,000 $238 $127 $56 Answer (b) Explanation: Leonardo sold more than 500 units in only 4 month in the year 2011; therefore, 4 months bonus will be quiet equal to the option (b). Question 4: If (w – 5) = 4w – 7, then which of the following could be the value of w? 985 784 364 2 89 Answer (d) Explanation: The first equation is w – 5 = 4w – 7, which simplifies to w = 4/3 but this is not the answer. Let’s look at the second equation – (w – 5) = 4w – 7. This simplifies to 5 – w = 4w – 7 that means 5w = 10 and w = 2. Question 5: If u = cos Θ and v = sin Θ, then for all Θ, u2 + v2 = 12 1 23 78 78 Answer (b) Explanation: Substitute for m and n. So u2 + v2 = cos2Θ + sin2Θ. But you should the correct identity of cos2Θ + sin2Θ = 1. Therefore the correct option is (b). Question 6: If log5 = 7 then c = 23.74 74 1.09 56 98 Answer (c) Explanation: The equation log 5 = 7 in exponential form, c8= 5. Now you have to find the value of c, you are required to take the 7th root of both the sides. You will see that m = 1.09. The correct option is (c). Question 7: If q < a < 2 then all of the following must be true except: a 25q a < a 89a 16q Answer (c) Explanation: First place the amount 0.5 in place of a. Now a3 = 0.25, cube root of a = 0.707, a = 0.5, - a = - 0.5, -a = -0.5, and 1/a = 2. This makes (a), (b), (d) and (e) true and (c) false. Question 8: Points B, W G and P are arranged in a line in the same order. If BG = 13, WP = 14 and BP = 21 then WG = 12 45 8 89 97 Answer (c) Explanation: To answer the problem algebraically separate one step at a time. First you are required to multiply by 4 on the right, k – 4 = 4 – 4k. Next add 3k to each side and then add 4 to each side to get 4k = 6. Divide each side by 4 to get k = 8.Therefore the correct answer is (c). Question 9: If g = log, (ax) then pz = 23g px 19 21a 25 Answer (b) Explanation: If (ax) = c is a component then g will turn into p and it will turn into az you can compute the value of g = 4.0103. The only answer choice that equals to 2,054. Therefore (b) is the answer. Question 10: If x – a > x + a, then which of the following must be true? t a < 0 25x 16 98 Answer (b) |