Maths

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P
Pallavi Pathak

Contributor-Level 10

The Binomial model is known as the Lattice Model or Binomial Option Pricing Model.

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Pallavi Pathak

Contributor-Level 10

There are a total of 36 questions comprising 14 straightforward formula-based sums, 16 challenging problems, and 6 intermediate.

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Pallavi Pathak

Contributor-Level 10

Mathematically, binomial theorem formula is: (a + b)n = nC0 an + nC1 an - 1b + nC2 a n – 2b 2 + . + nCn – 1a.bn - 1 + nCn bn. Here a and b are real numbers and n is a positive integer.

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Pallavi Pathak

Contributor-Level 10

An expression with two terms raised to a positive integer power can be expanded in Maths, such as (a + b)? This algebraic rule is known as the Binomial Theorem. 

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V
Vishal Baghel

Contributor-Level 10

  Δ G = Δ H T Δ S

For spontaneity

Δ G = v e Δ S = + v e Δ H = v e        

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Pallavi Pathak

Contributor-Level 10

The different types of sets covered in this chapter are - Empty Set, Singleton Set, Finite Set, Infinite Set, Equal Sets, Equivalent Sets, Subset, Proper Subset, Universal Set, Power Set, and Disjoint Sets.

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Pallavi Pathak

Contributor-Level 10

Union (? ) in sets means "or". It gives a set of all unique elements of two or more sets. Intersection (? ) means "and". It includes all the common elements of two or more sets.

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Pallavi Pathak

Contributor-Level 10

Mathematics in Class 11 is considered tough as compared to Class 10 as it marks a notable leap in the abstractness and complexity. However, regular practice can help you to master the Maths Class 11 including the chapter 1 sets.

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Pallavi Pathak

Contributor-Level 10

The universal set U includes the set of all natural numbers. It includes both the even and odd numbers. U= {1,2,3,4,5,6,7,8,9,10.}. U comprises all elements of Set A and Set B.

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Pallavi Pathak

Contributor-Level 10

Sets is a collection of objects or members which are distinct objects. Normally, the objects are listed within curly braces {}. Example of a set - set of vowels in English - {a, e, i, o, u). Sets class 11 includes multiple exercises on sets concepts. 

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