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CUET PG Healthcare and Hospital Management Question Paper 2024: Download Question paper with Answers PDF
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Sonal Vaid

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CUET PG Healthcare & Hospital Management Question Paper 2024 will be available here for download. NTA conducted CUET PG Healthcare & Hospital Management paper 2024 on from March 22 in Shift 1. CUET PG Question Paper 2024 is based on objective-type questions (MCQs). According to latest exam pattern, candidates get 105 minutes to solve 75 MCQs in CUET PG 2024 Healthcare & Hospital Management question paper.

CUET PG Healthcare & Hospital Management Question Paper 2024 PDF Download

CUET PG Healthcare & Hospital Management Question Paper 2024 PDF CUET PG Healthcare & Hospital Management Answer Key 2024 PDF
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CUET PG Previous Year Question Paper

CUET PG Questions

1.
Let f : Z→ \(Z_2\), be a homomorphism of groups defined by
\(f(a) =   \begin{cases}    0,  & \quad \text{if } a \text{ is even}\\     1,  & \quad \text{if } a \text{ is odd}   \end{cases}\)
then Kerf is : 

    • The set of all odd integers
    • The set of all even integers
    • The set of all natural numbers
    • The set of all real numbers

    2.
    If the curl of vector \(\vec{A} = (2xy-3yz)\hat{i} +(x^2+axz −4z^2)\hat{j}-(3xy+byz)\hat{k}\) is zero, then a + b is equal to :

      • 8
      • -3
      • 5
      • 11

      3.
      If \(\overrightarrow F=2z\hat{i}-x\hat{j}+y\hat{k}\) and Vis the region bounded by the surface x=0,y=0,x=2,y=4,z=x2,z=2, then value of \(\iiint\limits_V\overrightarrow FdV\)is

        • \(\frac{32}{15}(3\hat{j}+5\hat{k})\)
        • \(\frac{32}{15}(3\hat{i}+5\hat{k})\)
        • \(\frac{32}{15}(5\hat{i}+3\hat{k})\)
        • \(\frac{32}{15}(3\hat{i}+5\hat{j})\)

        4.
        Out of the following options, select the word that is correctly spelt:

          • COMRADERIE
          • CAMARADERIE
          • CAMEREDERIE
          • CAMAREDERIE

          5.
          Fill in the blanks with suitable words given below.
          Stuti ______ a bit ________ she was not invited by her friend to attend the party.

            • expressed, than
            • surprised, about
            • grumbled,when
            • took,before

            6.
            The demand for money L=0.25 Y and the supply of money \(\frac{\overline{M}}{P}\)=500. In this case

              • the LM curve is vertical and defined by Y = 2000 and this defines the classical case
              • the LM curve is vertical and defined by Y=125 and this defines the case of liquidity trap
              • the LM curve is upward sloping and defined by Y = 2000
              • the LM curve is horizontal and defined by Y = 2000 and this is a case of liquidity trap

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