For the following exercises, given v, draw v, 3v and 1/2 v. 〈−3, −2〉

For the following exercises, given v, draw v, 3v and 1/2 v.

⟨−3, −2⟩

Expert Solution

Consider a vector v with the components (-3, -2).

Vector v starts at point (0, 0) and terminates at point (-3, -2).

Use maple to show the graph of vector v.

Multiply each component of vector v by 3 to compute 3v:

3v = {3 × (-3), 3 × (-2)}

= (-9, -6)

Vector 3v starts at point (0, 0) and terminates at point (-9, -6).

Use maple to show the graph of vector 3v.

Multiply each component of vector v by 1/2 to compute ½v

½ v = ½(-3, -2)

= {1/2 × (-3), 1/2 × (-2)}

= (-3/2, -1)

Vector ½v starts at point (0, 0) and terminates at point (-3/2, -1).

Use maple to show the graph of vector ½v:

Junaid answered 1 year ago

For the following exercises, given v, draw v, 3v and 1/2 v. 〈2, −1〉

For the following exercises, given v, draw v, 3v and 1/2 v.⟨2, −1⟩

For the following exercises, given v, draw v, 3v and 1/2 v. 〈−1, 4〉

For the following exercises, given v, draw v, 3v and 1/2 v.⟨−1, 4⟩

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For the following exercises, calculate u ⋅ v.Given v = 〈−3, 4⟩ draw v, 2v, and 1/2 v.

For the following exercises, calculate u ⋅ v. Given the vectors shown in Figure 4, sketch u + v, u − v and 3v.

For the following exercises, calculate u ⋅ v.Given the vectors shown in Figure 4, sketch u + v, u − v and 3v.

For the following exercises, use the vectors shown to sketch u − 3v.

For the following exercises, write the vector shown in component form. Given initial point P1 = (4, −1) and terminal point P2 = (−3, 2), write the vector v in terms of i and j. Draw the ..

For the following exercises, write the vector shown in component form.Given initial point P1 = (4, −1) and terminal point P2 = (−3, 2), write the vector v in terms of i and j. Draw the points and the vector on the graph.

For the following exercises, write the vector shown in component form. Given initial point P1 = (4, −1) and terminal point P2 = (−3, 2), write the vector v in terms of i and j. Draw the ..

For the following exercises, write the vector shown in component form.Given initial point P1 = (4, −1) and terminal point P2 = (−3, 2), write the vector v in terms of i and j. Draw the points and the vector on the graph.

For the following exercises, write the vector shown in component form. Given initial point P1 = (2, 1) and terminal point P2 = (−1, 2), write the vector v in terms of ...

For the following exercises, write the vector shown in component form.Given initial point P1 = (2, 1) and terminal point P2 = (−1, 2), write the vector v in terms of i and j, then draw the vector on the graph.

For the following exercises, use the vectors shown to sketch u + v, u − v, and 2u.

Question

For the following exercises, given v, draw v, 3v and 1/2 v. 〈−3, −2〉

Solutions

Expert Solution

Related Solutions

For the following exercises, given v, draw v, 3v and 1/2 v. 〈2, −1〉

For the following exercises, given v, draw v, 3v and 1/2 v. 〈−1, 4〉

For the following exercises, calculate u ⋅ v. Given v = 〈−3, 4〉 draw v, 2v, and 1/2 v.

For the following exercises, calculate u ⋅ v. Given the vectors shown in Figure 4, sketch u + v, u − v and 3v.

For the following exercises, use the vectors shown to sketch u − 3v.

For the following exercises, use the vectors shown to sketch u − 3v.

For the following exercises, write the vector shown in component form. Given initial point P1 = (4, −1) and terminal point P2 = (−3, 2), write the vector v in terms of i and j. Draw the ..

For the following exercises, write the vector shown in component form. Given initial point P1 = (4, −1) and terminal point P2 = (−3, 2), write the vector v in terms of i and j. Draw the ..

For the following exercises, write the vector shown in component form. Given initial point P1 = (2, 1) and terminal point P2 = (−1, 2), write the vector v in terms of ...

For the following exercises, use the vectors shown to sketch u + v, u − v, and 2u.