What are the components of the vector between the origin and the polar coordinate #(-7, pi)#? Trigonometry Triangles and Vectors Component Vectors 1 Answer Alan P. Dec 15, 2015 #(x,y)=(7,0)# Explanation: An angle of #pi# would place the point along the negative X-axis; a radius of #(-7)# would move that point back through the origin on to the positive X-axis at a distance of #7# from the origin. Answer link Related questions What are component vectors? How do you use vector components to find the magnitude? How do you perform scalar multiplication with vectors? How do you find the resultant as a sum of two components? How do you use component vectors to solve real-world and applied problems? What would the representation of a vector that had three times the magnitude be if the vector... How do you calculate the unit vector? How do you find the magnitude of the horizontal and vertical components if the initial point is... How do you find the length and direction of vector #2 - 4i#? How do you find the length and direction of vector #-4 - 3i#? See all questions in Component Vectors Impact of this question 1377 views around the world You can reuse this answer Creative Commons License