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Showing posts from January, 2021

Proof : e is an irrational number

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Mathematical Formulae at a glance

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Parts of Circle

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Fundamental Theorem on Calculus

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Proof of Pythagoras Using Similarity

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Golden Ratio in nature and its Application

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Format Little Theorem

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Math X Standard Question Bank

https://drive.google.com/file/d/1lmYKuaPiPqp9Ox7icTI4T38qo9MNw5ph/view?usp=drivesdk  

ith root of i

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How to be more impressive

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Unit Conversions

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Fantastic Logarithms

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Quadrant in 3D with Cartesian sign

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Batsman Equations

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How we can find sum of various series having different degrees or Power? Short Trick

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Case Study Question 2

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Indian Army is the third biggest military contingent in the World next to USA and China.However, there are many firsts that make Indian army stand out in the world, making us all Indians very proud. Knowing them, will help you celebrate Republic day with greater vigour and gratitude. On 71th republic day Parade in Delhi Captian RS Meel is planing for parade of following two group:First group of Army contingent of 624 members behind an army band of 32 members. Second group of CRPF troops with 468 soldiers behind the 228 members of bikers. These two groups are to march in the same number of columns. This sequence of soldiers is followed by different states Jhanki which are showing the culture of the respective states. (i)  What is the maximum number of columns in which the army troop can march? (a) 8                                               (b)16 (c) 4                                               (d) 32 (ii) What is the maximum number of columns in          which the CRPF troop can

Case Study Question 1

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Mahesh works as a manager in a hotel. He has to arrange seats in hall for a function. A hall has a certain number of chairs. Guests want to sit in different    groups like in pairs, triplets,quadruplets, fives and sixes e tc. WhenMahesharrangeschairs in such pattern like in 2’s, 3’s, 4’s 5’s and 6’s then 1, 2, 3, 4 and 5 chairs are left respectively. But when he arranges in 11’s, no chair will be left..  (i)  In the hall, how many chairs are available?      (a)  407.                                      (b)143    (c) 539.                                     (d) 209                    (ii) If one chair is removed, which arrangements                   are  possible now?           (a) 2.                                           (b)3         (c) 4.                                         (d) 5      (iii)  If one chair is added to the total number of                        chairs, how many chairs will be left when               arranged in 11’s.        (a) 1.                              

Inverse Trigonometric Formulae

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Statistics : Mean, Mode, Median and Empirical formula

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Rational & Irrational Numbers

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Case Study Maths X CBSE Question 1.

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Algebraic Expressions and Equations

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How to multiply two bionomials?

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Maxima and Minima Function with Theorem

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