Maths · Delhi DoE

Practice paper · Mid-term

2025-26Class 1180 marks38 questions

35 of its 38 questions are here. The rest have a figure or are still being checked, so for now they're only in the official PDF.

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Source: Directorate of Education, Delhi: Class XI (2025-26) · Mathematics (English) · Practice Papers-1, Maths, published by Delhi DoE. The official PDF

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35 questions

Q1Section A1 mark
$If there are 4 elements in set A , then proper subsets it can have is:$
1. A $16$
2. B $15$
3. C $17$
4. D $18$
Q2Section A1 mark
$If A={1,2,3,4,5}, B={3,4,5,6,7} and C=A-B, then which of the following is true?$
1. A $C={1,2}$
2. B $C={1,2,6,7}$
3. C $C={3,4,5}$
4. D $C={6,7}$
Q3Section A1 mark
$Let X= {x:x is an integer and X²<10} which of the following correctly list all the elements of set X?$
1. A ${0,1,2,3}$
2. B ${0,1,2,3,4}$
3. C ${-3,-2,-1,1,2,3}$
4. D ${-3,-2,-1,0, 1,2,3}$
Q4Section A1 mark
$Let R be the set of points inside a rectangle of sides a and b (a,b>0) with two sides along the positive direction of x- axis and y-axis. Then$
1. A $R={(x,y):0\leqx\leqa,0\leqy\leqb}$
2. B $R={(x,y):0\leqx<a,0\leqy\leqb}$
3. C $R={(x,y):0\leqx\leqa,0<y<b}$
4. D $R={(x,y):0<x<a,0<y<b}$
Q5Section A1 mark
$Let n(A)=m and n(B)=n then number of non empty relations that can be defined from A to B is :$
1. A $mⁿ$
2. B $nᵐ-1$
3. C $mn-1$
4. D $2ᵐⁿ-1$
Q6Section A1 mark
$Which of the following relation is not a function ?$
1. A ${(1,1) , (2,1), (3,1)}$
2. B ${(1,1) , (1,2), (1,3)}$
3. C ${(1,2) , (2,3), (3,4)}$
4. D ${(1,5) , (2,4), (3,5)}$
Q7Section A1 mark
$Domain of \sqrt(a²-x²)(a>0) is :$
1. A $(-a,a)$
2. B $[-a,a]$
3. C $[0,a]$
4. D $(-a,0]$
Q8Section A1 mark
$If f(x)=⁹⁄₅x+32, the value of f(-10) is :$
1. A $15$
2. B $=14$
3. C $-15$
4. D $-14$