Explore Plus

ADVANCED CALCULUS & PARTIAL DIFFERENTIAL EQUATIONS - HINDI (Paperback, B. R. THAKUR, HARI KISHAN, GAJENDRA UJJAINKAR, V.K. GUPTA)

Be the first to Review this product

₹581

₹700

17% off

Coupons for you

Special PriceGet extra 10% off on 1 item(s) (price inclusive of cashback/coupon)

T&C

Available offers

Bank Offer5% cashback on Flipkart Axis Bank Credit Card upto ₹4,000 per statement quarter

T&C

Bank Offer5% cashback on Axis Bank Flipkart Debit Card up to ₹750

T&C

Bank OfferUp To ₹30 Instant Cashback on BHIM Payments App. Min Order Value ₹199. Offer Valid Once Per User

T&C

Bank OfferFlat ₹10 Instant Cashback on Paytm UPI Trxns. Min Order Value ₹500. Valid once per Paytm account

T&C

Delivery

Check

Enter pincode

Delivery by10 Aug, Sunday

View Details

Authors

B. R. THAKUR HARI KISHAN GAJENDRA UJJAINKAR V.K. GUPTA

Highlights

Binding: Paperback
ISBN: 9788195625147

Services

Cash on Delivery available
?

Seller

Ram Prasad Publications RPH

4.1

7 Days Replacement Policy
?

See other sellers

Specifications

Table of Contents

–Unit-I– 1.1 Historical background : 1.1.1 A brief historical background of Calculus and partial differential equations in the context of India and Indian heritage and culture 1.1.2 Abrief biography of Bodhayana 1.2 Field structure and ordered structure of R, Intervals, Bounded and Unbounded sets, Supremum and Infimum, Completeness in R, Absolute value of a real number. 1.3 Sequence of real numbers 1.4 Limit of a sequence 1.5 Bounded and Monotonic sequences 1.6 Cauchy’s general principle of convergence 1.7 Algebra of sequence and some important theorems –Unit-II– 2.1 Series of non-negative terms 2.2 Convergence of positive term series 2.3 Alternating series and Leibnitz’s test 2.4 Absolute and Conditional Convergence of Series of real terms 2.5 Uniform continuity 2.6 Chain rule of differentiability 2.7 Mean value theorems and their geometrical interpretations –Unit-III– 3.1 Limit and Continuity of functions of two variables 3.2 Change of variables 3.3 Euler’s theorem on homogeneous functions 3.4 Taylor’s theorem for function of two variables 3.5 Jacobians 3.6 Maxima and Minima of functions of two variables 3.7 Lagrange’s multiplier method 3.8 Beta and Gamma Functions –Unit-IV– 4.1 Partial differential equations of the first order 4.2 Lagrange’s solution 4.3 Some special types of equations which can be solved easily by methods other than the general method 4.4 Charpit’s general method 4.5 Partial differential equations of second and higher orders –Unit-V– 5.1 Classification of partial differential equations of second order 5.2 Homogeneous and non-homogeneous partial differential equations of constant coefficients 5.3 Partial differential equations reducible to equations with constant coefficients

Manufacturing, Packaging and Import Info

Be the first to ask about this product

Safe and Secure Payments.Easy returns.100% Authentic products.