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- nd the Gngle tetaeen te vecto A= ai 1 2ay 5 = ai t ani + sak CAOTE ese f o Utore depine a Ace orgonal and a looks diagonal of a rectanqular block oF siadeg 9, ga, and sa Sir 247iven A = 2 ax - ay - 2az B = 4 ax + 3ay + 2az C = - ax + ay + 2az find (A X B) X (B X C)BL15m) 53 25° 7. For the vectorA and Bin Figure 1, use the method of čomponents to find the Eigure: 1 magnitude and direction of (a) the vector sumA B; (b) the vector sum B+A; (c) the vector difference A-B: (d) the vector difference B-A.
- Fill up the blanksIn figure shown if U; =15 mlr ; and ei = 37. Find the dirtancex (the distance between two buildings) 10m 12.8 m ( tet sin 37= 0.6 and cors70)3. Region 1 (z 0) is characterized by &2 = 4. Let Ej = -30a, + 50a, + 70a, V/m, find: а) Е2. b) D2 с) Р2. d) The angle between Ej and the normal to the surface. %3D
- 15cm Cempry toro id) is 88mm?, ond 1800 turns with carrent of 16A 1 A forgid with radius A. section areU cross Zird tell insid taroid. a. parcuingtetie mutarial of nogreti suçreptibility O.ol He mutorial ste torsid filed with muteriol g meghetic 0.0- of Fird megnetizut, lizution ot Zird de parcentlge Aas the megnetie z._jel clonged ofter fill he toroid with poramagaesil. muterial)t Eg=15N and Eo=l", Find Fymn The Smallest Possible Vahek Of minj ty in N Find Fxmar The largest possible Value or Fx, in N max3. Given the vectors A = 5î + 3ĵ + k and B = –3î + 2ĵ – 4k, find the following: Ả · B Angle between vector A and B Ả xB