A bear, awakening from winter hibernation, staggers directly northeast for 23 m and then due east for 23 m. Show each displacement graphically and graphically determine the single displacement that will take the bear back to her cave to continue her hibernation. magnitude direction ° south of west

A plane flies in two straight-line segments. On the first segment it flies 250 km at an angle of 30 south of west. Then it flies 125 km at an angle of 20 east of south on the second segment. Find the magnitude and direction of the resulting (overall) displacement of the plane  by graphically drawing the displacement vectors and  by calculating the resultant using components

Physics 1 for engineering

The two vectors A and B have the same magnitude are shown in the figure. In which case (or cases) vector A is not equal to vector B?

F1 = 50 g 01 = 5° 90 F2 = 135 g 02 = 80° 270 Find the equilibrant vector associated with the two vectors that you have been given. magnitude Your value is acceptable. g direction Your value is too low.° 081

3. A hiker walks 1.5 km at an angle of 48 degrees north of east 7, and then hikes 3.0 km at an angle of 30 degrees north of west . What is the displacement of the hiker from the origin (magnitude and direction)? Determine the magnitude and direction by adding the vectors graphically and mathematically. Be sure to attach your graph. Magnitude (from graph): Direction (from graph): Magnitude (mathematical): Direction (mathematical):

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OA = (2,3) A 0 Which of the following best approximates the vector shown above? 45 m/s, 60 degrees north of west O 2 m/s, at 45 degrees O 3.6 m/s, 56 degrees north of East O 3 m/s, 30 degrees west of north

Question 6 B0/1 pt 5 20 Hint 1 Hint 2 Suppose you walk 29 m straight west and then 29 m straight north. Answer all questions assuming the +x - axis is to the east. • How far are you from your starting point? D = • What is your displacement vector? ÿ) m • What is the direction of your displacement? degrees relative to the + axis. Question 7 C0/1 pt 5 20 n 10

Time left 0:36:13 If two vectors, ₁ and ₂, are given in terms of magnitude and direction, a resultant can be calculated by performing a 1 21 number of steps. To determine the resultant, you must correctly order the steps below. 1. Calculate the direction of the resultant using the appropriate trigonometric ratio. 2. Draw the resultant vector using the Xtotal component and the total component, remembering to include positive or negative directions. 3. Calculate the resultant magnitude using the Pythagorean Theorem, c² = a² + b². 4. Use a vector diagram and trigonometric functions to convert the vectors to their component forms. 5. Add the components (Xtotal = X1 + X₂) and (Vtotal = 1 + y₂), remembering to include positive or negative directions. The order of steps, starting from the first step and ending with the last step, to determine the resultant is: In calm water, Kris can paddle at a speed of 4.25 m/s. Kris aims the canoe directly across the Bow River where the downstream / Kriss…