CAT 2020 Question Paper: Download CAT Question Paper with Solution PDF for VARC, DILR and QA

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Uddipana Choudhury

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CAT 2020 question papers with answer key PDFs and solutions are provided here for download. VARC was rated the toughest with RC passages accounting for 70% of the questions. QA was of moderate difficulty with a few tricky questions. DILR was relatively easy but lengthy. 

CAT 2020 Question Paper: Download CAT Question Paper with Solution PDF 

Section & Slot Number Question Paper with Solutions
Quant Slot 1 Download 
Quant Slot 2 Download 
Quant Slot 3 Download 
DILR Slot 1 Download 
DILR Slot 2 Download 
DILR Slot 3 Download 
VARC Slot 1 Download 
VARC Slot 2 Download 
VARC Slot 3 Download 

*The article might have information for the previous academic years, which will be updated soon subject to the notification issued by the University/College.

CAT 2020 Questions

  • 1.
    When Rajesh's age was same as the present age of Garima, the ratio of their ages was 3 : 2. When Garima's age becomes the same as the present age of Rajesh, the ratio of the ages of Rajesh and Garima will become

      • 5 : 4
      • 2 : 1
      • 4 : 3
      • 3 : 2

    • 2.
      Two points A and B are 45 km apart. Anil started from A. Sunil started from B. They met each other after 1 hour 30 mins. and after meeting, they continued towards their destinations. Time taken by Anil to reach Point B was 1 hr 15 mins more than the time taken by Sunil to reach point A. Find speed of Anil

        • 12
        • 16
        • 18
        • 24

      • 3.
        The sum of all four-digit numbers that can be formed with the distinct non-zero digits $a$, $b$, $c$, and $d$, with each digit appearing exactly once in every number, is $153310 + n$, where $n$ is a single digit natural number. Then, the value of $(a + b + c + d)$ is ?


          • 4.
            The selling price of a product is fixed to ensure 40% profit. If the product had cost 40% less and had been sold for 5 rupees less, then the resulting profit would have been 50%. The original selling price, in rupees, of the product is

              • 10
              • 20
              • 14
              • 15

            • 5.
              In the $XY$-plane, the area, in sq. units, of the region defined by the inequalities $y \ge x + 4$ and $-4 \le x^2 + y^2 + 4(x - y) \le 0$ is

                • \(2\pi\)
                • \(3\pi\)
                • \(\pi\)
                • \(4\pi\)

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