CSVTU Exams Questions Papers – Ist Year – Applied Mathematics-II – Nov-Dec- 2006

BE (1st Semester) Examination Nov-Dec- 2006 Applied Mathematics-II UNIT-I 1. (a) If i………..? = A + iB? Prove that tan ?A = B and A2 + B2= e-xB 2     A (b) Show that Sin2? – 1 sin2?sin2 ? + 1 sin 3? sin3 ? – 1  sin 4? 2                         3                          4 Sin4? +……….?=tan-1(sin2 ? /(1 + cos ? sin ?) (c) If (? + i?) = reiu prove that ?= 1 log  sin(? – a) 2         sin(? + a)  UNIT- II 2. (a) Solve the following: dx + y= sin t. dx + x= cos t. dt                    … Read more CSVTU Exams Questions Papers – Ist Year – Applied Mathematics-II – Nov-Dec- 2006

CSVTU Syllabus, Applied Mathematics-II

Chhattisgarh Swami Vivekanand Technical University Bhilai (C.G.) Semester: IInd Branch: Common to All Branches Subject: Applied Mathematics-II Code: 300214 (14) UNIT – I Complex Numbers: De Moivre’s theorem, roots of complex numbers; separtion into real & imaginary parts of circular, hyperbolic, logarithmic & exponential function; summation of trigonometric series by C+iS method. UNIT – II … Read more CSVTU Syllabus, Applied Mathematics-II