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April-2024 TAMIL NADU POLYTECHNIC BOARD EXAM ENGINEERING MATHEMATICS – II(40022)QUESTION PAPER WITH SOLUTIONS
Equation (1) becomes At (1, 2, 3) ILATE ILATE
N-EM-II-INTERNALS
APRIL-2023 TAMIL NADU POLYTECHNIC BOARD EXAM ENGINEERING MATHEMATICS – II(40022)QUESTION PAPER WITH SOLUTIONS
Soln: Refer Problem No. 2 under Analytical Geometry-II (Exercise Problems with Solutions) Soln: Refer Example No. 3 under Scalar Product of Vectors (Product of Vectors) Soln: Refer Example No. 1 (STANDARD INTEGRALS) Soln: Refer Example No. 2 DEFINITE INTEGRALS Soln: Refer Example No. 3 (FIRST ORDER DIFFERENTIAL EQUATION) Soln: Refer Example No. 5 under Equation
October-2022 TAMIL NADU POLYTECHNIC BOARD EXAM ENGINEERING MATHEMATICS – II(40022)QUESTION PAPER WITH SOLUTIONS
Soln: Refer Problem No. 3 under Analytical Geometry-II (Exercise Problems with Solutions) Soln: Refer Example No. 15 under Product of Vectors Soln: Refer Example No. 4 METHODS OF INTEGRATION – INTEGRATION BY SUBSTITUTION Soln: Refer Example No. 5 DEFINITE INTEGRALS Soln: Refer Example No. 1 (AREA AND VOLUME) Soln: Refer Problem No. 2 under Analytical
June-2022 TAMIL NADU POLYTECHNIC BOARD EXAM ENGINEERING MATHEMATICS – II(40022)QUESTION PAPER WITH SOLUTIONS
Soln: Refer Example No. 1 under Equation of circle with centre and radius (Analytical Geometry-II Soln: Refer Example No. 3 under Scalar Product of Vectors (Product of Vectors) Soln: Refer Example No. 1 (STANDARD INTEGRALS) Soln: Refer Example No. 2 DEFINITE INTEGRALS Soln: Refer Example No. 3 (FIRST ORDER DIFFERENTIAL EQUATION) Soln: Refer Example No.
SOLUTIONS TO MODEL EXAM FOR ENGINEERING MATHEMATICS-II
DR.B.R.AMBEDKAR POLTECHNIC COLLEGE, YANAM MODEL EXAM ENGINEERING MATHEMATICS – II Time – 3 hours (Maximum Marks – 100) Note: Answer all questions in PART- A. Each question carries one mark. Answer any ten questions in PART- B. Each question carries two marks. Answer all questions by selecting either A or B. Each question carries fifteen
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SOLUTIONS TO INTERNAL ASSESSMENT – II FOR ENGINEERING MATHEMATICS-II
Soln: Refer Example 1 under Integration Decomposition Method Soln: Refer Example 3 under Integration By Substitution Soln: Refer Example No. 1 (STANDARD INTEGRALS) Soln: Refer Example No. 1 INTEGRATION BY PARTS Soln: Refer Example No. 1 (BERNOULLI’S FORMULA) Soln: Refer Example No. 1 DEFINITE INTEGRALS Soln: Refer Example 6 under Integration Decomposition Method Soln: Refer
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SOLUTIONS TO INTERNAL ASSESSMENT – I FOR ENGINEERING MATHEMATICS-II
Soln: Refer Example 2 under Family of Circles
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SOLUTIONS TO ASSIGNMENT – I FOR ENGINEERING MATHEMATICS – II
Soln: Given x2 + y2 – 4x + 6y + 8 = 0 ––––– (1) and x2 + y2 – 10x – 6y +14 = 0 ––––– (2) From ( 1 ) 2g1 = -4 2f1 = 6 c1 = 8 g1 = -2 f1= 3 centre is C1 = ( – g1 ,
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