1 9. The curve to the right is called Fermat's Spiral. Suppose wegive the curve the orientation indicated by the arrows.a. Sketch unit tangent and unit normal vectors at the threeindicated points. If either of them are undefined at aBpoint, note that below.b. For each point, state whether the unit binormal vectorpoints into the page, out of the page, or is undefined.C:A:B:How does the curvature K compare at the three points? List the points in increasing order of curvatureC.(smallest to greatest).

a) The unit tengent vector (red line) and unit normal vectors (green line ) are as follows

9. The curve to the right is called Fermat's Spiral. Suppose we give the curve the orientation indicated by the arrows. a. Sketch unit tangent and unit normal vectors at the three indicated points. If either of them are undefined at a point, note that below. b. For each point, state whether the unit binormal vector points into the page, out of the page, or is undefined. C: A: B: How does the curvature x compare at the three points? List the points in increasing order of curvature C. (smallest to greatest).

9. The curve to the right is called Fermat's Spiral. Suppose we give the curve the orientation indicated by the arrows. a. Sketch unit tangent and unit normal vectors at the three indicated points. If either of them are undefined at a point, note that below. b. For each point, state whether the unit binormal vector points into the page, out of the page, or is undefined. C: A: B: How does the curvature x compare at the three points? List the points in increasing order of curvature C. (smallest to greatest).

Linear Algebra: A Modern Introduction

4th Edition

ISBN:9781285463247

Author:David Poole

Publisher:David Poole

Chapter1: Vectors

Section1.2: Length And Angle: The Dot Product

Problem 5AEXP

See similar textbooks