Sets, Relations and Functions
66 MHT-CET Maths previous year questions (PYQs) from 59 papers, 2021 to 2026, with answers and worked solutions.
About this chapter
- Difficulty: 17 easy · 41 moderate · 8 hard.
- Most-asked subtopics: Domain and Range — Where a Formula Is Defined and What It Produces (23), Composite Functions — f∘g, Iteration and Functional Identities (21), Sets, Relations and Types of Functions — One-One, Onto and the Greatest-Integer Equation (13).
- Updated 13 October 2026.
#1Sets, Relations and Types of Functions — One-One, Onto and the Greatest-Integer Equation
#2Sets, Relations and Types of Functions — One-One, Onto and the Greatest-Integer Equation
#3Sets, Relations and Types of Functions — One-One, Onto and the Greatest-Integer Equation
#4Sets, Relations and Types of Functions — One-One, Onto and the Greatest-Integer Equation
#5Sets, Relations and Types of Functions — One-One, Onto and the Greatest-Integer Equation
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#6Sets, Relations and Types of Functions — One-One, Onto and the Greatest-Integer Equation
#7Sets, Relations and Types of Functions — One-One, Onto and the Greatest-Integer Equation
#8Sets, Relations and Types of Functions — One-One, Onto and the Greatest-Integer Equation
#9Sets, Relations and Types of Functions — One-One, Onto and the Greatest-Integer Equation
#10Sets, Relations and Types of Functions — One-One, Onto and the Greatest-Integer Equation
#11Sets, Relations and Types of Functions — One-One, Onto and the Greatest-Integer Equation
#12Sets, Relations and Types of Functions — One-One, Onto and the Greatest-Integer Equation
#13Sets, Relations and Types of Functions — One-One, Onto and the Greatest-Integer Equation
#14Domain and Range — Where a Formula Is Defined and What It Produces
#15Domain and Range — Where a Formula Is Defined and What It Produces
#16Domain and Range — Where a Formula Is Defined and What It Produces
#17Domain and Range — Where a Formula Is Defined and What It Produces
#18Domain and Range — Where a Formula Is Defined and What It Produces
#19Domain and Range — Where a Formula Is Defined and What It Produces
#20Domain and Range — Where a Formula Is Defined and What It Produces
#21Domain and Range — Where a Formula Is Defined and What It Produces
#22Domain and Range — Where a Formula Is Defined and What It Produces
#23Domain and Range — Where a Formula Is Defined and What It Produces
#24Domain and Range — Where a Formula Is Defined and What It Produces
#25Domain and Range — Where a Formula Is Defined and What It Produces
#26Domain and Range — Where a Formula Is Defined and What It Produces
#27Domain and Range — Where a Formula Is Defined and What It Produces
#28Domain and Range — Where a Formula Is Defined and What It Produces
#29Domain and Range — Where a Formula Is Defined and What It Produces
#30Domain and Range — Where a Formula Is Defined and What It Produces
#31Domain and Range — Where a Formula Is Defined and What It Produces
#32Domain and Range — Where a Formula Is Defined and What It Produces
#33Domain and Range — Where a Formula Is Defined and What It Produces
#34Domain and Range — Where a Formula Is Defined and What It Produces
#35Domain and Range — Where a Formula Is Defined and What It Produces
#36Domain and Range — Where a Formula Is Defined and What It Produces
#37Composite Functions — f∘g, Iteration and Functional Identities
#38Composite Functions — f∘g, Iteration and Functional Identities
#39Composite Functions — f∘g, Iteration and Functional Identities
#40Composite Functions — f∘g, Iteration and Functional Identities
#41Composite Functions — f∘g, Iteration and Functional Identities
#42Composite Functions — f∘g, Iteration and Functional Identities
#43Composite Functions — f∘g, Iteration and Functional Identities
#44Composite Functions — f∘g, Iteration and Functional Identities
#45Composite Functions — f∘g, Iteration and Functional Identities
#46Composite Functions — f∘g, Iteration and Functional Identities
#47Composite Functions — f∘g, Iteration and Functional Identities
#48Composite Functions — f∘g, Iteration and Functional Identities
#49Composite Functions — f∘g, Iteration and Functional Identities
#50Composite Functions — f∘g, Iteration and Functional Identities
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- Differential Equations216
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- Limits137
- Line and Plane304
- Linear Programming69
- Mathematical Logic151
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- Permutations and Combinations65
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- Trigonometry - II61
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