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WBJEE JENPAS 2024 BHA Question Paper with Answer Key
Rishav Gangopadhyay logo

Rishav Gangopadhyay

Content Curator | Updated On - Jun 29, 2024

WBJEE JENPAS 2024 BHA Question paper will be available for download here. West Bengal Joint Entrance Examination Board (WBJEEB) is going to conduct JENPAS UG on June 30, 2024. JENPAS question paper consists a total of 100 questions.

WBJEE JENPAS 2024 BHA Question Paper with Answer Key PDF

WBJEE JENPAS 2024 Question Paper PDF WBJEE JENPAS 2024 Answer Key PDF
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WBJEE JENPAS UG Questions

1.
If the rate of annual simple interest is \(11\frac{1}{2}\%\) , then how much money need to be deposited 2 to have ₹ 8,906 in total after 4 years?

    • ₹ 2,806
    • ₹ 3,000
    • ₹ 6,000
    • ₹ 6,100

    2.
    Let \(\overrightarrow r_P(t)=3t\hat i+4t²\hat j\) and \(\overrightarrow r_Q(t)=4t^2\hat i+3t\hat j\) represent the positions of particles P and respectively as function of time t. The relative speed of the two particles at the instant t = 1 sec will be [consider \(\overrightarrow r_P(t)\) and \(\overrightarrow r_Q(t)\) are in metres and t is in seconds]

      • 11√2 m/s
      • 5√2 m/s
      • 3√2 m/s
      • 1 m/s

      3.
      I. We should not unnecessarily defy the authority of an elected Government.
      II. People in this village deify him for his extensive social service.
      Consider the two words in bold italic in the above two sentences and select the correct option from below.

        • Only sentence I is correct.
        • Only sentence II is correct.
        • Both sentences I and II are correct.
        • Neither sentence I nor sentence II is correct.

        4.
        If BAG = 10, HIT = 32, then CAT = ?

          • 27
          • 47
          • 19
          • 23

          5.
          Select the sentence which is grammatically wrong:

            • Nothing but fancy food delights him.
            • I cannot raise this load.
            • This is the book that I want.
            • The thief divested the woman from all her jewels.

            6.
            In a first order reaction, the concentration of the reactant becomes 0.0625 of its initial concentration after 2 hours. The half-life of the reaction is given by

              • 1.0 hr
              • 0.5 hr
              • 0.75 hr
              • 0.25 hr

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