Build a question paper in 60 seconds.

1. A
   $10(1-\omega),\;10(10-\omega^2),\;100$
2. B
   $10(10-\omega),\;10(10-\omega^2),\;90$
3. C
   $10(1-\omega),\;10(10-\omega^2),\;1000$
4. D
   $(1+\omega),\;10+\omega^2,\;-1$

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1. A
   $4$
2. B
   $0$
3. C
   $-4$
4. D
   $-8$

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1. A
   A and B only
2. B
   B and C only
3. C
   A and C only
4. D
   A, B and C

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1. A
   $120$
2. B
   $24$
3. C
   $12$
4. D
   $6$

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1. A
   $1$
2. B
   $3$
3. C
   $5$
4. D
   $6$

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1. A
   $4$
2. B
   $5$
3. C
   $6$
4. D
   $7$

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1. A
   $-1$
2. B
   $0$
3. C
   $1$
4. D
   $3$

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1. A
   $72$
2. B
   $216$
3. C
   $254$
4. D
   $768$

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1. A
   A only
2. B
   B only
3. C
   Both A and B
4. D
   Neither A nor B

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1. A
   R is reflexive but neither symmetric nor transitive
2. B
   R is reflexive and symmetric but not transitive
3. C
   R is reflexive and transitive but not symmetric
4. D
   R is an equivalence relation

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1. A
   Null set
2. B
   A
3. C
   B
4. D
   $(A\cup B)-(A\cap B)$

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1. A
   Zero
2. B
   Area of triangle
3. C
   Perimeter of triangle
4. D
   $a^2+b^2+c^2$

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1. A
   A only
2. B
   B only
3. C
   Both A and B
4. D
   Neither A nor B

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1. A
   Zero
2. B
   One
3. C
   Two
4. D
   Three

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1. A
   $-1$
2. B
   $-\dfrac{1}{2}$
3. C
   $0$
4. D
   $1$

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1. A
   A only
2. B
   A and B only
3. C
   A and C
4. D
   B and C

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1. A
   $-1$
2. B
   $1$
3. C
   $10$
4. D
   Coefficient of $x^{10}$ does not exist

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1. A
   $-3$
2. B
   $3$
3. C
   $6$
4. D
   $12$

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1. A
   (A) and (B) only
2. B
   (B) and (C) only
3. C
   (A) and (C) only
4. D
   (A), (B) and (C)

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1. A
   A only
2. B
   B only
3. C
   Both (A) and (B)
4. D
   Neither (A) nor (B)

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1. A
   $1$
2. B
   $2$
3. C
   $4$
4. D
   $8$

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1. A
   $10$
2. B
   $20$
3. C
   $30$
4. D
   $32$

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1. A
   $1$
2. B
   $3$
3. C
   $2$
4. D
   $4$

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1. A
   $-\dfrac{\sqrt{5-\sqrt{5}}}{2}$
2. B
   $-\dfrac{\sqrt{5-\sqrt{3}}}{2}$
3. C
   $\dfrac{\sqrt{5-\sqrt{5}}}{2}$
4. D
   $\dfrac{\sqrt{5-\sqrt{5}}}{4}$

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1. A
   $a+b+c$
2. B
   $ab+bc+ca$
3. C
   $(a+b)(b+c)(c+a)$
4. D
   $0$

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