vector D using the compoh 24. Find the x- and y-components of the four vectors shown in the drawing. 20.0 x 7.0 m 20.0 7.0 m/s 20.0 7.0 m 7.0 m/s Б 20.0° Problems 24-26

Identify which of the following vectors are perpendicular to C. Vector C 60° 45° 60 20° 60° 60° 30° 40° 30° 30°

For the vectors in the figure calculate: (a) (AxF)xD=(b) (AxF) x (DxB) (c) (AxF)(DxB)

Our vectors P and Q have the same amount.  How can we rearrange them so that the sum of them is toward the right?  Explain this?

How would I Find the magnitude of the sum of the three vectors shown in the figure?

The three vectors given are ā = 5.0 î+4.0 j-6.0 k b =-2.0 i+2.0 j+3.0 k č = 4.0 î+3.0 j+2.0 k The vector i = ä +b-¯ and its magnitude is respectively 7= -1.01+3.0ĵ-5.0k;|7|=6 7=11.01+5.0ĵ – 7.0k; |7|=14 7 =11.01+5.0J+7.0k; |7|=14 None of the above

Find the direction of the vector sum of these two vectors by using components: 65 mm, 55 ∘∘; 70 mm, 135 ∘∘.

Given three vectors A = 24i + 33j, B = 55i - 12j and C = 2i + 43j  (a) Find the magnitude of each vector

A vector makes a 22˚ angle with the horizontal and has a magnitude of 6. Decompose the vector and round to the nearest hundredth.

Two position vectors each start at the origin. The first has a magnitude of 40.5 cm, and is at an angle of 15.0° as measured counterclockwise from the +x-axis. The second has a magnitude of 23.0 cm and an angle of 68.0°, also counterclockwise from the +x-axis. (a) What is the area of the parallelogram (in cm2) that has the two vectors as two of its sides? cm2 (b) What is the length of the longer diagonal of this parallelogram (in cm)? cm