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- A plane initially flies -50 km 30 degrees East of South from start to get to its goal, but due to storm rerouting has ended up 80km at 60 degrees North of East from the base. a) Draw a vector diagram, label the first location rỉ and the second location r as well as the displacement Ar b) What is the magnitude and direction of the planes displacement during this motion? c) If the entire trip took 30 minutes, what is the magnitude and direction of the planes average velocity from initial location to final in km/hr? (Av = ) AtDo not solve the full qn My question is why is the vector VAot = 1.5 and VAon =-2.6 as shown in the solution. I understand VAot is = -3cos30=-1.5 and VAon = -3sin30 =-2.6 Why is it postive 1.5 instead of negative 1.5 or for VAon why isit negative 2.6 and not positive 2.6? Why is Vb1t = -0.866 and not 0.866 and Vb1n = -0.5 and not 0.5. I dont get it how to visualise the vector direction. Please use a vector diagram with the angles to illustrate it.Using the component method, calculate the resultant (sum) of the following two vectors. Show all required calculations and diagrams below and identify the direction using the polar (positive) specification. Add the vectors on the applet in order to verify the resultant magnitude and direction. v1= (+135, -120) - componentsv2 = (-200, -45) - components a. Addition of the components and drawing of the resultant vector: b. Calculation of the resultant magnitude using the Pythagorean theorem: c. Calculation of the resultant direction using the tangent function: (express the direction in terms of the Polar (positive) specification).
- MY NOTES ASK YOUR TEACHER L&B are shown below. L = 18, & B = 42. Let R=L-B. Determine the components, magnitude, & direction of R. Use the standard cartesian coordinate system. Vector L Vector B Vector R R = Direction of R- Ry Ry relative to the vertical in quadrant-Choose quadrant-Do not solve the full qn My question is why is the vector VAot = 1.5 and VAon =-2.6 as shown in the solution. I understand VAot is = -3cos30=-1.5 and VAon = -3sin30 =-2.6 Why is it postive 1.5 instead of negative 1.5 or for VAon why isit negative 2.6 and not positive 2.6? Why is Vb1t = -0.866 and not 0.866 and Vb1n = -0.5 and not 0.5. I dont get it how to visualise the vector direction. Please provide your answer by drawing a vector diagram with the angles to illustrate it.A particle undergoes a displacement AP of magnitude 54 in a con 42 blow the Part A Express At of the unit vectors and Express your answer using two significant figures. Express your answer in terms of the unit vectors i and Use the funt vector) button to denots unit vectors in your answers AF- Submi VAZO Provide Feedback O? Next>
- Add the following vectors using the component method. Give your answer in both component form and polar coordinate form. Make a sketch to represent each problem by drawing both vectors and the resultant. 1) 3 m/s at 45 degrees and 5 m/s at 135 degrees.Do not solve the full qn My question is why is the vector VAot = 1.5 and VAon =-2.6 as shown in the solution. I understand VAot is = -3cos30=-1.5 and VAon = -3sin30 =-2.6 Why is it postive 1.5 instead of negative 1.5 or for VAon why isit negative 2.6 and not positive 2.6? Are you able to show in a vector diagramWhat is the y component of the vector illustrated below? What is the x component of the vector illustrated below? Acose Acose Asine O Acosp AcosB Asing A/sine A/sing If a resultant vector has an x-component of -43cm and a y-component of 34cm, what is the direction of the said vector? Four vectors have the following x-components: -99, 104, 56, -33. What is 1 point the x-component of the resultant vector? O 38.33° W of N O 38.33* N of W 223 O 28 O 51.66° N of W O Cannot be determined 51.66° S of W 0 0 0 0 0 0 0 0 O O O O
- Add the vectors manually using theoretical approach. Determine the magnitude of resultant and its direction measured from the positive axes. Please include complete solution. Thank you.Complete the table below. Solve and draw the given situation. Josh travels 14 km, 35.00 south of east; 23 km, south; 12 km, 55.00 south of west; and 25 km, west before he fully stops. Find the resultant displacement from the initial to final position. Vectors Horizontal Component Vertical ComponentMY NOTES AS L&B are shown below. L = 18, & B = 42. Let R = L-B. Determine the components, magnitude, & direction of R. Use the standard cartesian coordinate system Vector L Vector B Vector R Direction of R relative to the vertical in quadrant Rx = Ry= Choose quadrant-