Information For questions 1 - 5, find the dot product for the given pair of vectors. Question 1 . Not yet answered Select one: Points out of O a. 24 6.66 O b. -36 O c. -24 O d. 36 Question 2 . Not yet answered Select one: Points out of O a. 24 6.66 O b. -24 O c. -16 O d. 16Question 3 . Not yet answered Select one: Points out of O a. 2 6.66 O b. - 2 O c. 14 O d. -14 Question 4 Not yet answered Select one: Points out of O a. -15 6.66 O b. 21 O c. -21 O d. 15 Question 5 . Not yet answered Select one: Points out of O a. -38 6.66 O b. 38 O c. 34 O d. - 34Information For questions 6 - 10, find the angle between the given pair of vectors. Question 6 . Not yet answered Select one: Points out of O a. 130.60 6.67 O b. 12.50 O c. 167.50 O d. 49.40 Question 7 . Not yet answered Select one: Points out of O a. 56.30 6.67 O b. 146.30 O c. 123.70 O d. 33.70 EQuestion 8 . Not yet answered Select one: Points out of O a. 98.10 6.67 O b. 171.90 O c. 81.90 O d. 8.10 Question 9 . Not yet answered Select one: Points out of O a. 171.90 6.67 O b. 450 O C. 1350 O d. 8.10 Question 10 . Not yet answered Select one: Points out of O a. 1.50 6.67 O b. 178.50 O C. 26.60 O d. 153.40Information For questions 11 - 13, use the vectors u = . Question 11 Find u . u . Not yet answered Select one: Points out of O a. -41 6.67 O b. 41 O c. 9 O d. 1 Question 12 Interpret the results of the value of the dot product of u with itself. Not yet answered Select one: Points out of 6.67 O a. The dot product of u with itself indicates that the vectors are parallel. O b. The dot product of u with itself indicates that the vectors are perpendicular. O c. The dot product of u with itself equals the square of the magnitude of u . O d. The dot product of u with itself equals the magnitude of u.Question 13 What is 0 . u? Not yet answered Select one: Points out of O a. -1 6.67 O b. 1 O c. -20 Od. oInformation For questions 14 - 15, the vectors u = and v = . Question 14 Find u . V. Not yet answered Select one: Points out of O a. -6 6.67 O b. 6 O c. 9 Od. 0 Question 15 Interpret the results of the value of the dot product of the vectors. Not yet answered Select one: Points out of 6.67 O a. The vectors are working together on the same object. O b. The vectors are perpendicular. O c. The vectors are generally in opposite directions. O d. The vectors are generally in the same direction.Question 1 A 7 pound force acts in the direction of 370 above the horizontal. Find the component form of the force. Not yet answered Select one: Points out of O a. 14.29 O b. O c. O d. Question 2 An airplane has a bearing of 30. Find the velocity of the airplane in component form if it is traveling at 625 mph. Not yet answered Select one: Points out of O a. 14.29 O b. O c. O d. Information For questions 3 - 5, an airplane is heading south at an airspeed of 540 km/hr, but there is a wind blowing from the northeast at 50 km/hr. Question 3 What is the component form of the plane's total velocity? Not yet answered Select one: Points out of O a. 14.29 O b. O c. O d. Question 4 What is the plane's ground speed? Not yet answered Select one: Points out of O a. 629.2 km/hr 14.29 O b. 505.9 km/hr O c. 576.4 km/hr O d. 563.8 km/hrQuestion 5 What is the plane's bearing with the wind? Not yet answered Select one: Points out of O a. 2740 14.28 O b. 1760 O C. 1840 O d. 940 Information For questions 6 - 7, a plane is flying on a bearing of 3100 at 450 mph. At the same time, there is a wind blowing at a bearing of 250 at 40 mph. Question 6 What is the component form of the total velocity of the plane? Not yet answered Select one: Points out of O a. 14.28 O b. O c. O d. Question 7 What is the ground speed of the plane? Not yet answered Select one: Points out of O a. 462.0 mph 14.28 O b. 434.7 mph O c. 472.2 mph O d. 401.0 mph