Arriving at the eighth and penultimate gate, you immediately get to work. "Computer, translate this gate for me." Your computer replies with the follow: 10 The function f (t) = a (sin (14))" models the position of an oscillating particle that has recently been discovered. Assume that a is a constant. What is the function that represents the velocity of this particle? Note: If you want to write a power of a trigonometric function, remember that writing sin(x) to the fourth power as sin(x) is just a shorthand method. To be mathematically correct, you should write that as (sin(x))4 - which is what your computer expects and can translate. Velocity Function: ab sin (a) ∞ a
Arriving at the eighth and penultimate gate, you immediately get to work. "Computer, translate this gate for me." Your computer replies with the follow: 10 The function f (t) = a (sin (14))" models the position of an oscillating particle that has recently been discovered. Assume that a is a constant. What is the function that represents the velocity of this particle? Note: If you want to write a power of a trigonometric function, remember that writing sin(x) to the fourth power as sin(x) is just a shorthand method. To be mathematically correct, you should write that as (sin(x))4 - which is what your computer expects and can translate. Velocity Function: ab sin (a) ∞ a
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Transcribed Image Text:The Eighth Gate
Arriving at the eighth and penultimate gate, you immediately get to work. "Computer, translate this gate for me."
Your computer replies with the follow:
The function f (t) = a (sin
models the position of an oscillating particle that has recently been
discovered. Assume that a is a constant. What is the function that represents the velocity of this particle?
10
Note: If you want to write a power of a trigonometric function, remember that writing sin(x) to the fourth power
(sin (x)) 4 -
as sin(x) is just a shorthand method. To be mathematically correct, you should write that as
which is what your computer expects and can translate.
Velocity Function:
ab
sin (a)
∞
a
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