CAT 2024 Geometry Formula PDF: Download Here
The CAT 2024 Geometry Formula PDF includes all the necessary formulae for different types of questions asked in the mensuration portion of the CAT Quantitative Aptitude section. Candidates must learn all these formulas to enhance their overall performance in CAT 2024!
The CAT 2024 Geometry Formula PDF will help CAT aspirants learn all the important formulas for the mensuration portion of the CAT Quantitative Aptitude section. The PDF will not only facilitate revision but also make sure that you have touched upon one of the most significant parts of Quant in CAT. Moreover, Mensuration falls among the scoring areas and a sizeable chunk of the questions in the CAT exam question paper come from this portion every year. Therefore, it is important for candidates to learn all the important formulas for CAT geometry during their preparation. Find the CAT 2024 Geometry Formula PDF and more below!
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CAT 2024 Geometry Formula PDF Download Link
The CAT geometry formula PDF is now available for CAT aspirants to enhance their preparation. Candidates must learn all these formulas to avoid not being able to answer any mensuration questions in CAT. Click on the link mentioned below to access and download the CAT geometry formula PDF:
CAT 2024 Geometry Important Formulas
Candidates may also check out the most important formulas for CAT geometry section mentioned below:
Rectangle
- Area of a Rectangle = length (l) x breadth (b)
- Perimeter of a Rectangle = 2(l + b)
Square
- Area of a Square = Side x Side = s2
- The perimeter of a Square = 4s
Triangle
- Area =b×h/2 or √s(s-a)(s-b)(s-c)…………….where s=a+b+c/2
Circle
- Area = πr2 or πd2/4
- Circumference = 2πr or πd
- Area of sector of a circle = (θπr2)/360
Cuboid (length = l, breadth = b, height = h)
- Volume of Cuboid = l x b x h
- Surface Area of Cuboid = 2(lb + bh + lh)
- Length of Diagonal = √(l2 + b2 + h2)
Cube
- Volume of Cube = l3
- Surface Area of Cube = 6l2
- Length of Diagonal = l√3
Cylinder
- Volume of a Cylinder = (3.14) r2h
- Curved Surface Area of a Cylinder = 2 (3.14) rh
- Total Surface Area = 2 (3.14) rh + 2 (3.14) r2
Sphere
- Volume of a Sphere = 4/3 (3.14) r3
- Surface Area of a Sphere = 4 (3.14) r2
Cone (height = h, slant height = l)
- Volume of a Cone = 1/3 (3.14) r2h
- Curved Surface Area of a Cone = (3.14) rl
- Total Surface Area of a Cone = (3.14) rl + (3.14) r2
CAT 2024 Geometry Syllabus
Geometry makes up approximately 14% of the Quantitative Aptitude section of the CAT syllabus. Each year, three or four questions are asked about geometric concepts such as angles, triangle properties, circles, and so on. Check out the most important topics from CAT Geometry section and their weightage in the CAT exam mentioned below:
CAT Geometry Important Topics | Number of Questions in CAT (Expected) |
Circles | 1 |
Coordinate Geometry | 1 |
Line and Angles | 0-1 |
Quadrilaterals and Polygons | 1 |
Triangles | 1 |
Trigonometry | 1 |
How to Prepare for CAT 2024 Geometry?
The CAT geometry portion is comprised of practical concepts and topics and candidates can only master this section by practicing different types of questions from this section. Candidates must rigorously practice CAT previous year questions and CAT sample papers to enhance their understanding the type of questions asked from this portion. Candidates must also learn all the formulas related to all the topics included in this section to ensure that they are able any and every type of question related to geometry in CAT. Candidates may also check out the links below to enhance their preparation for the CAT geometry and other sections of the exam:
Check out the link mentioned below to learn more about the CAT 2024 exam!
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FAQs
Which is the toughest topic from the geometry portion of CAT?
The toughest topic from the geometry portion of CAT Trigonometry since the calculations required for solving trigonometry questions is complicated and even challenging for many students. Aspirants must make sure they understand the trigonometry formulas before learning them to not get confused during the exam.
Is coordinate geometry part of CAT geometry portion?
Yes, coordinate geometry is part of the CAT geometry syllabus. Coordination geometry is one of the most commonly assessed areas in the CAT exam and there have been questions related to coordinate geometry in almost every other year of the CAT exam. Aspirants must learn all the formulas for coordinate geometry during their preparation to easily tackle questions from this topic.
What are the topics included in CAT geometry?
The topics included in the CAT geometry section are Circles, Coordinate Geometry, Line and Angles, Quadrilaterals and Polygons, Triangles, Trigonometry, Mensuration, etc. Aspirants must check out the CAT syllabus PDF for better understanding of the topics and concepts include in the CAT geometry portion.
How much weightage do geometry questions have in CAT?
The weightage geometry questions have in CAT is roughly 14% on average. Every year around 3-5 questions are asked from the geometry section in the CAT question paper. Also, these questions are from different topics in the geometry syllabus. Therefore, aspirants must not slack in their CAT geometry preparation if they want to achieve a high percentile score.
Can I score well in CAT geometry without a background in Mathematics?
Yes, you can score well in CAT geometry without a background in Mathematics. Geometry is one of the easiest and most scoring subjects of the CAT Quantitative Aptitude syllabus. Aspirants can easily learn and tackle this portion of the CAT syllabus if they practice enough questions from CAT previous year question papers and CAT sample papers during their preparation.
Which are the best books for CAT geometry preparation?
The best books for CAT geometry preparation are the Class 11 and Class 12 NCERT books. Since these books contain all the formulas related to geometric topics and concepts asked in CAT along with sample questions and solved questions for better understanding, aspirants will benefit immensely from using these during their CAT preparation. Candidates should also refer to the latest CAT Mathematics books for new questions to practice.
How much time is required to prepare for CAT geometry?
The amount of time required to prepare for CAT geometry is different for different candidates. For students who have a background in Mathematics, only need to recapitulate what they have learned in the Class 11 and Clas 12 Mathematics syllabus which should not take more than a week or two. However, for students who do not have a background in Maths, the time required may be significantly longer as they have to learn the geometric topics and concepts from scratch.
How many questions from geometry will be asked in CAT?
Around 3-4 questions will be asked in CAT from the geometry section. Every year the number of geometry questions asked in CAT range from 3-4 and these questions are asked from different geometry topics. Candidates must prepare all types of questions that are included in this portion of the CAT question paper to avoid getting stuck or not being able to answer a particular question during the exam.
Is the CAT geometry section tough?
No, the CAT geometry section is not tough since candidates can easily prepare for this section with daily practice. Candidates should make sure they learn all the formulas to ease their understanding of the topics, concepts, and types of questions asked from geometry in CAT. Aspirants can easily tackle any type of geometry question in CAT if they have practiced enough questions and learned about all the geometry topics and concepts.
How to prepare for CAT geometry?
In order to prepare for CAT geometry, candidates must rigorously practice CAT sample papers and CAT previous year question papers. Since geometry is a practical subject, only by diligently practicing different types of questions and learning more about the type of questions asked, can candidates effectively enhance their preparation for this portion of the CAT exam. Candidates must be aware of all the important formulas for this section beforehand to avoid any hindrances.