Binomial Coefficients

An elegant problem from #Binomial Coefficients. Try this out or else see our solution.
#Algebra #Mathematics #CBSE #ISC #IIT #ISI #Learning #practicemakesperfect

Solution: https://t.me/PrimeMaths/24

Integration : Properties of Definite Integral

A nice problem form Indian Statistical Institute. 

#Definite #Integral #Integration #Problem #Calculus 

Solution: https://t.me/PrimeMaths/17

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A nice problem form Indian Statistical Institute. #Definite #Integral #Integration #Problem #Calculus Solution: https://t.me/PrimeMaths/17

A post shared by Prime Maths (@prime.maths) on Jun 28, 2020 at 1:43am PDT

Simple but powerful inequality

A very simple but powerful #inequality you must know at #school level! This can be simply proved by the fact that the square of a real number is always non-negative.

 #Solution: https://t.me/PrimeMaths/33

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A very simple but powerful #inequality you must know at #school level! #Solution: https://t.me/PrimeMaths/33 #Mathematics #Algbera #HighSchool #learning #PrimeMaths #Math #Square

A post shared by Prime Maths (@prime.maths) on Jul 7, 2020 at 7:19am PDT

incentre of Orthic Triangle:

In ∆ABC, let D, E, F denote the feet of the #altitudes from A, B and C respectively. The DEF is called the #orthic #triangle of ABC. Prove that H is the #incenter of △DEF.

#Solution: https://t.me/PrimeMaths/38

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In ∆ABC, let D, E, F denote the feet of the #altitudes from A, B and C respectively. The DEF is called the #orthic #triangle of ABC. Prove that H is the #incenter of △DEF. #PrimeMaths #geometry #maths #mathematics #Solution: https://t.me/PrimeMaths/38

A post shared by Prime Maths (@prime.maths) on Jul 10, 2020 at 8:31am PDT