SlideShare a Scribd company logo
1 of 5
Download to read offline
6.3 Vectors Continued
Part 2: Applications


 Vectors: __________ and ____________
Ex. 1) Find the component form of the
vector that represents the velocity of an
airplane descending at a speed of 100 miles
per hour at an angle of 23° below the
horizontal.
Ex. 2) An airplane is traveling at a speed of 724
kilometers per hour at a bearing of N 30° E. If the wind
velocity is 32 kilometers per hour from the west, find the
resultant speed and direction of the plane.
Ex. 3) Three forces with magnitudes of 75
pounds, 100 pounds, and 125 pounds act on an
object at angles of 30°, 45°, and 120°,
respectively, with the positive x-axis. Find the
direction and magnitude of the resultant of
these forces.
Assignment:


#9 p. 458 #73, 74, 77,
79, 81, 82, 83

More Related Content

What's hot

Velocity and Acceleration analysis
Velocity and Acceleration analysisVelocity and Acceleration analysis
Velocity and Acceleration analysisRohit Singla
 
Design calculations of raft foundation
Design calculations of raft foundationDesign calculations of raft foundation
Design calculations of raft foundationShahzad Ali
 
Couette flow Ansys simulation
Couette flow Ansys simulationCouette flow Ansys simulation
Couette flow Ansys simulationshivam choubey
 
A simple formula newton's second law of motion- Race for the Line
A simple formula    newton's second law of motion- Race for the LineA simple formula    newton's second law of motion- Race for the Line
A simple formula newton's second law of motion- Race for the Linemissstevenson01
 
Airfoil Analysis(NACA 0012 ) Ansys Fluent
Airfoil Analysis(NACA 0012 ) Ansys FluentAirfoil Analysis(NACA 0012 ) Ansys Fluent
Airfoil Analysis(NACA 0012 ) Ansys Fluentshivam choubey
 
4 mechanics and materials lec2
4 mechanics and materials   lec24 mechanics and materials   lec2
4 mechanics and materials lec2aero103
 
Angle determination - Report
Angle determination - ReportAngle determination - Report
Angle determination - ReportSarchia Khursheed
 

What's hot (12)

Velocity and Acceleration analysis
Velocity and Acceleration analysisVelocity and Acceleration analysis
Velocity and Acceleration analysis
 
Design calculations of raft foundation
Design calculations of raft foundationDesign calculations of raft foundation
Design calculations of raft foundation
 
Couette flow Ansys simulation
Couette flow Ansys simulationCouette flow Ansys simulation
Couette flow Ansys simulation
 
A simple formula newton's second law of motion- Race for the Line
A simple formula    newton's second law of motion- Race for the LineA simple formula    newton's second law of motion- Race for the Line
A simple formula newton's second law of motion- Race for the Line
 
Relative Motion
Relative MotionRelative Motion
Relative Motion
 
9.6 notes
9.6 notes9.6 notes
9.6 notes
 
An adaptive moving total least squares method for curve fitting
An adaptive moving total least squares method for curve fittingAn adaptive moving total least squares method for curve fitting
An adaptive moving total least squares method for curve fitting
 
Airfoil Analysis(NACA 0012 ) Ansys Fluent
Airfoil Analysis(NACA 0012 ) Ansys FluentAirfoil Analysis(NACA 0012 ) Ansys Fluent
Airfoil Analysis(NACA 0012 ) Ansys Fluent
 
4 mechanics and materials lec2
4 mechanics and materials   lec24 mechanics and materials   lec2
4 mechanics and materials lec2
 
Hprec6 2
Hprec6 2Hprec6 2
Hprec6 2
 
Angle determination - Report
Angle determination - ReportAngle determination - Report
Angle determination - Report
 
Structural dynamics
Structural dynamicsStructural dynamics
Structural dynamics
 

More from Jonathan Fjelstrom (20)

Lesson 1 operations slides notes
Lesson 1 operations slides notesLesson 1 operations slides notes
Lesson 1 operations slides notes
 
Bearing Notes
Bearing NotesBearing Notes
Bearing Notes
 
Pc 9.6 notes
Pc 9.6 notesPc 9.6 notes
Pc 9.6 notes
 
Pc 9.5 notes
Pc 9.5 notesPc 9.5 notes
Pc 9.5 notes
 
Pc 9.2 notes
Pc 9.2 notesPc 9.2 notes
Pc 9.2 notes
 
Pc 9.1 b_notes
Pc 9.1 b_notesPc 9.1 b_notes
Pc 9.1 b_notes
 
Pc 9.1 a_notes
Pc 9.1 a_notesPc 9.1 a_notes
Pc 9.1 a_notes
 
Pc 9.3 notes
Pc 9.3 notesPc 9.3 notes
Pc 9.3 notes
 
Pc 8.5 notes_appsof_det
Pc 8.5 notes_appsof_detPc 8.5 notes_appsof_det
Pc 8.5 notes_appsof_det
 
Pc 8.3 notes
Pc 8.3 notesPc 8.3 notes
Pc 8.3 notes
 
Pc 8.2 notes
Pc 8.2 notesPc 8.2 notes
Pc 8.2 notes
 
Pc 8.4 notes
Pc 8.4 notesPc 8.4 notes
Pc 8.4 notes
 
Pc 8.1 notes
Pc 8.1 notesPc 8.1 notes
Pc 8.1 notes
 
Pc 7.2 notes
Pc 7.2 notesPc 7.2 notes
Pc 7.2 notes
 
Pc 7.3 notes
Pc 7.3 notesPc 7.3 notes
Pc 7.3 notes
 
Pc 7.1 notes
Pc 7.1 notesPc 7.1 notes
Pc 7.1 notes
 
Pc 6.5 sol
Pc 6.5 solPc 6.5 sol
Pc 6.5 sol
 
Pc 6.5 a_notes
Pc 6.5 a_notesPc 6.5 a_notes
Pc 6.5 a_notes
 
Pc 6.1 2-apps
Pc 6.1 2-appsPc 6.1 2-apps
Pc 6.1 2-apps
 
Pc 10.7 notes
Pc 10.7 notesPc 10.7 notes
Pc 10.7 notes
 

Pc 6.3 notes_p2_apps

  • 1. 6.3 Vectors Continued Part 2: Applications Vectors: __________ and ____________
  • 2. Ex. 1) Find the component form of the vector that represents the velocity of an airplane descending at a speed of 100 miles per hour at an angle of 23° below the horizontal.
  • 3. Ex. 2) An airplane is traveling at a speed of 724 kilometers per hour at a bearing of N 30° E. If the wind velocity is 32 kilometers per hour from the west, find the resultant speed and direction of the plane.
  • 4. Ex. 3) Three forces with magnitudes of 75 pounds, 100 pounds, and 125 pounds act on an object at angles of 30°, 45°, and 120°, respectively, with the positive x-axis. Find the direction and magnitude of the resultant of these forces.
  • 5. Assignment: #9 p. 458 #73, 74, 77, 79, 81, 82, 83