## Rolle’s Theorem

Rolle’s Theorem is a special case of the mean-value theorem of differential calculus. It expresses that if a continuous curve passes through the same y-value, through the x-axis, twice, and …

Rolle’s Theorem is a special case of the mean-value theorem of differential calculus. It expresses that if a continuous curve passes through the same y-value, through the x-axis, twice, and …

Learning table of 5 makes a student’s calculation fast and mental arithmetic easier. It is important for every student to learn multiplication tables as it helps students to understand the …

Learning table of 4 makes a student’s calculation fast and mental arithmetic easier. It is important for every student to learn multiplication tables as it helps students to understand the …

Learning table of 3 makes a student’s calculation fast and mental arithmetic easier. It is important for every student to learn multiplication tables as it helps students to understand the …

Learning table of 1 makes a student’s calculation fast and mental arithmetic easier. It is important for every student to learn multiplication tables as it helps students to understand the …

Learning table of 2 makes a student’s calculation fast and mental arithmetic easier. It is important for every student to learn multiplication tables as it helps students to understand the …

Principle of Mathematical Induction is a powerful and elegant technique for proving certain types of mathematical statements. It works for general propositions which assert that something is true for all …

The area of an octagon is a bit complex compared to lower sided shapes. Area of a regular octagon(A) = 4as. Where ‘a’ is the apothem (straight line from the …

The area of a pentagon is a bit complex compared to lower sided shapes. Area of a regular pentagon = pa/2, where p = perimeter of the pentagon and a = the …

Set Theory and its Operations are probably the most fundamental branch of mathematics required for any thorough study of mathematics. Mathematicians like George Cantor, Richard Dedekind, Zermelo, and Frankel developed our …

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