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MHT CET Question Paper 2024 (Available): Download MHT CET 2024 Question Paper with Solutions PDF

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Sanhita Kundu

| Updated On - Sep 5, 2024

MHT CET 2024 Question Paper PDF with answer key is available for download here. State Common Entrance Test Cell is conducting the exam from April 22 to April 30 for PCB and May 2 to May 17 for PCM. Each question carries a weightage of 1-2 marks and there is no negative marking.

MHT CET 2024 PCM Question Paper with Answer Key PDF

Paper Exam Date and Shift Question Paper with Solutions
PCM 16 May Shift 1 Download PDF
PCM 16 May Shift 2 Download PDF
PCM 15 May Shift 1 Download PDF
PCM 15 May Shift 2 Download PDF
PCM 11 May Shift 1 To be updated
PCM 11 May Shift 2 To be updated
PCM 10 May Shift 1 To be updated
PCM 10 May Shift 2 To be updated
PCM 9 May Shift 1 Download PDF
PCM 9 May Shift 2 Download PDF
PCM 4 May Shift 1 Download PDF
PCM 4 May Shift 2 Download PDF
PCM 3 May Shift 1 Download PDF
PCM 3 May Shift 2 Download PDF
PCM 2 May Shift 1 Download PDF
PCM 2 May Shift 2 Download PDF

MHT CET 2024 PCB Question Paper with Answer Key PDF

Paper Exam Date and Shift Question Paper with Solutions
PCB 30 April Shift 2 Download PDF
PCB 30 April Shift 1 Download PDF
PCB 29 April Shift 2 Download PDF
PCB 29 April Shift 1 Download PDF
PCB 28 April Shift 2 Download PDF
PCB 28 April Shift 1 Download PDF
PCB 27 April Shift 2 Download PDF
PCB 27 April Shift 1 Download PDF
PCB 24 April Shift 2 Download PDF
PCB 24 April Shift 1 Download PDF
PCB 23 April Shift 2 Download PDF
PCB 23 April Shift 1 Download PDF
PCB 22 April Shift 2 Download PDF
PCB 22 April Shift 1 Download PDF

MHT CET Marking Scheme

Paper Subject No. of Questions Marks per Question Total Marks
From Class 11th From Class 12th
Paper 1 Mathematics 10 40 2 100
Paper 2 Physics 10 40 1 50
Chemistry 10 40 1 50
Paper 3 Biology 20 80 1 100

MHT CET 2024 Questions

1.

Area of the Region bounded by the curve y=√49-x2 and x-axis is .

    • (A) 49 π sq. units 
       

    • (B) 49 π/2 sq. units 
       

    • (C) 49 π/4 sq. units 
       

    • (D) 98 π sq. units

    2.
    The solution of ey-x dy/dx = y(sinx + cosx)/(1 + ylogy)

        3.

        The radius of a cylinder is increasing at the rate 2 cm/sec and its height is decreasing at the rate 3 cm/sec, then find the rate of change of volume when the radius is 3cm and the height is 5 cm.

            4.

            ∫ (x2 - 1)dx/(x3(2x4 - 2x2 1)1/2) = ?

                5.
                The Points (1,3), (5,1) are Opposite vertices of a diagonal of a rectangle. If the other two vertices lie on the line y=2x+c, then one of the vertex on the other diagonal is? 
                 

                  • (1,-2) 
                     
                  • (0,-4) 
                     
                  • (2,0) 
                     
                  • (3,2)

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

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