Suppose that while waiting for a big wave, a surfer is being propelled toward the beach in such a way that the distance (in meters) traveled is given by f (t) = 2t² for 0 ≤ t≤ 1, where t is in seconds. Find the velocity v of the surfer at t = -sec.To find the velocity we use the limits(-/-) =limt→ 1/5The value for the velocity is(-/-) == 4/5m/secsymbolic formatting helplimt→ 1/5The first blank should contain the expression used to define velocity, the second a simplified expression whose denominator has a non-zero limit at your value of a. None ofyour answers should contain the letter a.(Note: sec2 = sec²).4tX

Velocity is the derivative of distance.

Suppose that while waiting for a big wave, a surfer is being propelled toward the beach in such a way that the distance (in meters) traveled is given by f(t) = 2t² for 0 st of the surfer at t = // ≤ 1, where t is in seconds. Find the velocity (1) sec. To find the velocity we use the limits √(-/-) = lim t→ 1/5 The value for the velocity is (-) = = 4/5 X m/sec symbolic formatting help lim t→ 1/5 The first blank should contain the expression used to define velocity, the second a simplified expression whose denominator has a non-zero limit at your value of a. None of your answers should contain the letter a. (Note: sec2 = sec²). 4t X

Suppose that while waiting for a big wave, a surfer is being propelled toward the beach in such a way that the distance (in meters) traveled is given by f(t) = 2t² for 0 st of the surfer at t = // ≤ 1, where t is in seconds. Find the velocity (1) sec. To find the velocity we use the limits √(-/-) = lim t→ 1/5 The value for the velocity is (-) = = 4/5 X m/sec symbolic formatting help lim t→ 1/5 The first blank should contain the expression used to define velocity, the second a simplified expression whose denominator has a non-zero limit at your value of a. None of your answers should contain the letter a. (Note: sec2 = sec²). 4t X

College Algebra

10th Edition

ISBN:9781337282291

Author:Ron Larson

Publisher:Ron Larson

Chapter1: Equations, Inequalities, And Mathematical Modeling

Section1.1: Graphs Of Equations

Problem 9ECP

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