Using Properties of the Dot Product In Exercises
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Trigonometry (MindTap Course List)
- Finding the Difference of Two Vectors In Exercises 103 and 104, use the program in Exercise 102 to find the difference of the vectors shown in the figure.arrow_forwardFinding the Magnitude of a Vector In Exercises 23-28, use the dot product to find the magnitude of u u=4,6arrow_forwardFinding the Component Form of a Vector In Exercises 1 and 2, find the component form of the vector.arrow_forward
- Error Analysis Describe the error in finding the component form of the vector u that has initial point 3,4 and terminal point 6,1. The components are u1=36=9and u2=41=5. So,u=9,5.arrow_forwardVector Operations In Exercises 11-16, find the vector v and illustrate the specified vector operations geometrically, where u=(-2,3)and w=(-3,-2). v=12(3u+w)arrow_forwardFinding the Length of a Vector. In Exercises 1-4, find the length of the vector. v=(5,3,4)arrow_forward
- Using Properties of the Dot Product In Exercises 13-22, use the vectors u=3,3, v=4,2, and w=3,1 to find the quantity. State whether the result is a vector or a scalar. w1arrow_forwardUsing Properties of the Dot Product In Exercises 13-22, use the vectors u=3,3, v=4,2, and w=3,1 to find the quantity. State whether the result is a vector or a scalar. 3uvarrow_forwardUsing Properties of the Dot Product In Exercises 13-22, use the vectors u=3,3, v=4,2, and w=3,1 to find the quantity. State whether the result is a vector or a scalar. uvvarrow_forward
- Using Properties of the Dot Product In Exercises 13-22, use the vectors u=3,3, v=4,2, and w=3,1 to find the quantity. State whether the result is a vector or a scalar. vuwvarrow_forwardUsing Properties of the Dot Product In Exercises 13-22, use the vectors u=3,3, v=4,2, and w=3,1 to find the quantity. State whether the result is a vector or a scalar. u+v0arrow_forward
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