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Class 10 & 12 MCQ Practice Test Online   Take MCQ TESTS ONLINE And know your score IMMEDIATELY  totally free for WEST BENGAL BOARD STUDENTS (1)CLASS 10:- HINDI  रैदास के पद Practice set 1>> ENGLISH Grammar Portion (Group-B) 1.Tense Practice set 1>> Practice set 2>> 2.Prepositions Practice set 1>> MATHS  !Practice set coming soon GEOGRAPHY Practice Set 1>>     Practice Set 2>>     Practice Set 3>>     Practice Set 4     Practice Set 5   Practice Set 6>>      Practice Set 7>>     Practice Set 8      Practice Set 9    Practice Set 10>> PHYSICS Practice set 1>>       Practice Set 2>>     Practice Set 3>>       Practice Set 4>>     Practice Set 5>>   Practice Set 6   Practice Set 7>>   Practice Set 8...

MACBETH 150 MCQ | CLASS XI | Semester 1 | WB

```html Macbeth Interactive Quiz Macbeth Multi-Choice Assessment Click on an option to check if your answer is correct. 1. Duncan was the king of —- (a) Scotland (b) England (c) Ireland (d) France 2. The brave General who lived in Scotland in the reign of Duncan was —- (a) Banquo (b) Macbeth (c) Malcolm (d) Fleance 3. Macbeth was —- (a) a mere citizen (b) a brave soldier (c) a brave General (d) a General 4. Macbeth was looked up to with high esteem throughout Scotland for his —- (a) great valour (b) skill in wars (c) neither 'a' nor 'b' (d) both 'a' and 'b' ...

Class XI SET THEORY MCQ SOLUTION | Sem 1

Chapter 1: Set Theory SN Dey Class 11 Math Solution For Semester - 1 MCQ Questions 1. The number of subsets of a set containing four elements is— (A) 8 (B) 8 (C) 16 (Answer) (D) 64 Solution: If a finite set A has n elements, then its power set contains 2 n elements. ∴ The number of subsets of a set with four elements is 2 4 = 16. 2. The number of proper subsets of a set containing five elements is— (A) 5 (B) 10 (C) 32 (D) 31 (Answer) Solution: The number of proper subsets of a set with five elements is 2 5 - 1 = 32 - 1 = 31. [Note: A set is a subset of itself, but it is not a proper subset]. 3. If x ∈ A ⇒ x ∈ B , then— (A) A = B (B) A ⊂ B (C) A ⊆ B (Answer) (D) B ⊆ A 4. If A ⊆ B and B ⊆ A , then— (A) A = ϕ (B) A ∩ B = ϕ (C) A = B (Answer) ...