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If two vectors, ₁ and 2, are given in terms of magnitude and direction, a resultant can be calculated by performing a 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 = Y1 + y2), remembering to include positive or negative directions.

If two vectors, ₁ and 2, are given in terms of magnitude and direction, a resultant can be calculated by performing a 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 = Y1 + y2), remembering to include positive or negative directions.

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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 resultant velocity for the trip across the river, relative to the bank from where the trip started is
Transcribed Image Text: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 resultant velocity for the trip across the river, relative to the bank from where the trip started is
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