esian Vectors Test (Quad 4) , x Meet - icq-arpp-cve x + ownloads/Cartesian%20Vectors%20Test%20(Quad%204)%20.pdf Page view | A Read aloud | [T) Add text | V Draw High Knowledge [15K] True/ False Indicate whether the statement is true or false 1. The product of a vector and scalar is a vector. 2. There is no such thing as a zero vector. 3. A Cartesian vector uses coordinates to describe it fully. 4. The dot product of two vectors is a vector. 5. The dot product of two vectors can only be determined when the vectors are in Cartesian form. Multiple Choice Identify the choice that best completes the statement or answers the question. 6. Which vector is collinear with [a, bj? a [b, a] b. [-0. b] d. [a, b] 7. Which vector is perpendicular to [m, "? a [-m -"] [1, 1] b. [m. m] d. [ -a, ml 8. A ship is on a heading of 250 at 15 knots. Write this velocity as a Cartesian vector a. [-15,-15] c. [-12.99, 7.5] b. [-12.99.-7.5] d [-7.5. -12.99] 9. If [=] - 3. [v] - 4, and the angle between ur and V is 35", find | x v] a. 12 C. 6.88 b. 9.83 d. 12 10. I1 5 - [-1,0, -3] and 6 - [3 0. 1]. find [proj ; al. d. II. Given the points A(1. 0, 0), B(0, 1. 0). and C(0, 0. 1). find Proj Ac AB P d. -1