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MHT CET 2020 Question Paper is available for download. The difficulty level ranged from Easy to Moderate. It included two-stream groups with each group having 2 subject papers under it. The stream groups included were:
- PCM: Physics, Chemistry, and Mathematics
- PCB: Physics, Chemistry, and Biology
MHT CET 2020 Question Paper
| Subject/Paper | Exam Date | Shift | Question Paper Link |
|---|---|---|---|
| PCB | October 1 | Shift 1 | Check Here |
| PCB | October 4 | Shift 1 | Check Here |
| PCB | October 5 | Shift 1 | Check Here |
| PCB | October 6 | Shift 1 | Check Here |
| PCB | October 7 | Shift 1 | Check Here |
| PCB | October 8 | Shift 1 | Check Here |
| PCM | October 12 | Shift 1 | Check Here |
| PCM | October 12 | Shift 2 | Check Here |
| PCM | October 13 | Shift 1 | Check Here |
| PCM | October 13 | Shift 2 | Check Here |
| PCM | October 14 | Shift 1 | Check Here |
| PCM | October 14 | Shift 2 | Check Here |
| PCM | October 15 | Shift 1 | Check Here |
| PCM | October 15 | Shift 2 | Check Here |
| PCM | October 16 | Shift 1 | Check Here |
| PCM | October 16 | Shift 2 | Check Here |
| PCM | October 19 | Shift 1 | Check Here |
| PCM | October 19 | Shift 2 | Check Here |
| PCM | October 20 | Shift 1 | Check Here |
| PCM | October 20 | Shift 2 | Check Here |
| PCM | – | – | Check Here |
MHT CET 2020 Questions
1. Area of the Region bounded by the curve y=√49-x2 and x-axis is .
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
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.
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.
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?
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.
Practice Papers
2020
MHT CET 2020 (Shift 1)
2020
MHTCET 2020
2020
MHT CET 2020 (shift 2)
2019
MHT CET Phy, Chem & Maths 2019 Session 2
2019
MHT CET Phy, Chem & Maths 2018 Session 1
2018
MHT CET Phy & Chem 2018 VER 44
2018
MHT CET Maths 2018 VER 22
2017
MHT CET Phy, Chem & Maths 2017
2016
MHT CET Phy & Chem 2016 VER 44
2016
MHT CET Phy & Chem 2016 VER 33
2016
MHT CET Phy & Chem 2016 VER 22
2016
MHT CET 2016 Phy & Chem 2016 VER 11
2016
MHT CET MATHS 2016 VER 44
2016
MHT CET 2016 VER 33
2016
MHT CET Maths 2016 VER 22
2016
MHT CET Maths 2016 VER 11
2015
MHT CET 2015 (version 11)
2015
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