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Binomial Theorem

This post is about binomial expansion of two terms expression. In this post questions are related with expansion of two terms. Find particular term and find coefficient of particular terms. The Binomial Theorem is a quick way  of expanding   a binomial expression that has been raised to some higher  power.   This topic in AS-level , […]

Co-ordinate geometry

A coordinate geometry is a branch of geometry. In this, the position of the points on the plane supported by an ordered pair of numbers also known as coordinates. Coordinate geometry deal about gradient , distance , mid point and equation of line. Also, condition of lines like parallel , perpendicular and inclined lines. In […]

Binomial Theorem

The binomial theorems  are a result of expansion of  powers of binomial term.  It also give sums of two terms. The coefficients of the terms in the expansion are the binomial coefficients. Coefficient of terms are calculate through pascal triangle or combination method. The concept is also related with algebra and calculus. binomial theorem p p

Binomial Theorem

This post is about binomial expansion of two terms expression. Also in this post question, like  first of all find particular term and also  find coefficient of particular terms.  Moreover  topic is in AS-level , A-level , IBDP Math HL and SL. To find the coefficient of term we use pascal triangle Binomial Theorem

Binomial Theorem

When a binomial is raised to whole number powers, the coefficients of the terms in the expansion form a pattern. Each expansion has one more term than the power on the binomial. The sum of the exponents in each term in the expansion is the same as the power on the binomial. www.kutasoftware.com

Binomial Theorem

Binomial theorems is another ways of expansion of two terms.  Another way it is generalised form of expansion. Due to expansion of two term it is binomial. “What are the binomial coefficients?” . It shows how to calculate the coefficients in the expansion of (a + b) n. The symbol for a binomial coefficient nCr. As well as pascal […]

 
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