13. A point moves along the curve y = x² +2 so that the x-coordinate is increasing at the rate of 3 units per second. The rate, in units per second, at which the distance from the origin is changing when the point has coordinates (1,3) is equal to %3D 21 (A) 6 (В) 12 42 (D) 10

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 91E
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13. A point moves along the curve y = x- + 2 so that the x-coordinate is increasing at the rate of 3 units
per second. The rate, in units per second, at which the distance from the origin is changing when the
point has coordinates (1, 3) is equal to
(A) 6
(В) 12
21
(C)
|42
(D)
V10
Transcribed Image Text:13. A point moves along the curve y = x- + 2 so that the x-coordinate is increasing at the rate of 3 units per second. The rate, in units per second, at which the distance from the origin is changing when the point has coordinates (1, 3) is equal to (A) 6 (В) 12 21 (C) |42 (D) V10
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