This book included 230 questions in ordinary and advanced mathematics. It extensively, covers areas in mathematics which includes: (i) Differentiation from the first principle. (ii)  Derivative Of Functions Involving Variables. (iii) Derivative Of Trigonometric Functions.(iv) Logarithmic And Natural Logarithmic Function Differentiations. (v) Implicit And Composite Derivative Of Functions And Equations.  (vi) Derivative Of Exponential And Base Functions.  (vii) Using Sum, Product, Power And Quotient Rule To Differentiate A Given Function. (viii) Finding The Inverse Of Functions And Equations.  (ix) Integration Of  Variable Functions. (x) Indefinite Integral Involving Logarithmic, Natural Logarithmic, Exponential, Base And Surd Functions. (xi) Integration Of Trigonometric Functions. (xii) The Use Of Integration By Substitution, Partial Fraction, Decomposition, By Part, And Trigonometric Identities To Find The Integral Value Of Functions And Equations. (xiii) Inverse Integrations. (xiv) Definite Integral Of Functions. (xv) Applications Involving Minimum And Maximum Points. (xvi) Area And Volume Enclosed By A Region.

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