MHT CET Exam 11 May 2023 Question Paper & Answer Key

MHT CET is a state-level entrance exam in Maharashtra for admission to engineering, pharmacy, and agriculture undergraduate courses. MHT CET 2023 has 3 question papers. The first paper is Mathematics, the second combines Physics and Chemistry, and the third is Biology. Candidates who want to join the Engineering course must take Papers 1 and 2. Aspirants of Pharmacy courses should take Papers 2 and 3.

MHT-CET Exam 2023

• Exam Name = Maharashtra Common Entrance Test or MHT CET
• Conducting Body = Maharashtra State Common Entrance Test Cell
• Application Date = February-March 2023
• MHT CET PCM Exam = 9 May- 13 May 2023
• MHT CET PCB Exam = 15 May- 20 May 2023
• No. of Papers = Paper 1 (Mathematics) , Paper 2 (Physics and Chemistry) , Paper 3 (Biology)
• Total Marks = 100 Marks for each paper
• Total time = 90 Minutes for each paper
• Official Website =

MHT CET Exam 11 May 2023 Question Paper & Answer Key

Physics

• Find dissociation constant.
• What remains constant in an adiabatic process?
• Find the change in pressure if the volume is reduced by 32%. Assume γ = 5/3.
• Find L₀/L₁ for an open organ pipe.
• There was a question on the Balmer series.
• Calculate the image distance for the given object.
• Find the potential energy of charge q under given circumstances.

Chemistry

• Why is the Heisenberg reagent used?
• A question on Stephan’s reaction was asked.
• Arrange the compounds in the increasing order of their ionic strength.
• Calculate BCC radius.
• Calculate spin magnetic moment.
• Calculate conductivity.
• How to (or which reaction is used to) prepare carboxylic acid?
• A question was on crossed cannizaro reaction.
• There were two questions on IUPAC naming.
• Identify the structure of gamahexene.

Mathematics

• If (x + iy)^1/3 = a + ib, then find x/a + y/b.
• Find the area bounded by the region y = x² and y = |x|.
• ∫ [(ex (x + 1)) / (cos²(xe^-x)] dx = ?If y(x) = 2^x + 2^y = 2. then find the domain of x.
• If a = i + j and b = 2i – k, then find the point of the intersection of the lines r x a = b x a and r x b = a x b.
• f(y) = [(1 – sin^-1x)/(1 + sin^-1x)] then find f'(y) = x = 0 and y = 1.
• If y = log_sinxtanx then find dy/dx at x = π/4.
• In a lot of 20 bulbs, there are 6 defective bulbs. If two bulbs are drawn at random without replacement, what is the probability that it will be a defective bulb?
• Find the number of common tangents for two given circles.
• sec²(tan^-12) + cosec²(cot^-13) = ?
• f(x) = x e^{x(1 – x)} and x belongs to IR, then find if f(x) is increasing or decreasing wrt to the given options.
• ∫ log cot(cotx) dx / sin2x = ?
• f(x) = ∫ √x / (1 + x²) then find f(3) – f(1) = ?
• Find the solution of differential equation dy/dx = (1 + y²)/(1 + x²).
• If ∫ dx / ( x (1 – x³)^1/2) = k log [ (1 – x³ – 1)^1/2/(1 – x³ + 1)^1/2 ], then find k.
• The angle between two lines represented by x² + mx + y²tan²θ is 2θ. the value of m.
• Find the direction cosines of the given lines.
• Find the vector equation of line 2x + 4 = 3y + 1 = 6z – 3.
• ∫ [ 1 / (4 + 3cosx)] dx = ?
• How many of the total triangles will be equilateral triangles if any 3 vertices of a regular hexagon are joined randomly?
  Answer: 1/10
• A Matrix question, related to adjoint, determinant, etc. and of the elements of the matrix was Alpha, and the other values were given, including the values of the determinant and the adjoint of the matrix. Find the value of the alpha.
  Answer: 5

MHT CET 11 May 2023 Shift 1 Question Paper with Answer Key Video Solutions

MHT CET 2023 11 May Shift 1 Question Paper PDF Download