If 8 is the angle between a line through the origin and the positive x-axis then the area (cm²) of part of a rose petal (a particular curve written in polar coordinates) is given by A = 16 (40-sin(49)). radians per minute, at what rate is the area changing when isradians? Give an exact answer. If the angle is increasing at a rate of 9 40 radians per square cm x

Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter45: Solution Of Equations By The Multiplication, Root, And Power Principles Of Equality
Section: Chapter Questions
Problem 33A
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If is the angle between a line through the origin and the positive x-axis then the area (cm²) of part of a rose petal (a particular curve written in polar coordinates) is given by A =
9
옳(40
16
If the angle is increasing at a rate of
9
40
X
2
10
T
radians per minute, at what rate is the area changing when is radians? Give an exact answer.
radians per square cm ✓
X
-(40 - sin(40)).
Transcribed Image Text:If is the angle between a line through the origin and the positive x-axis then the area (cm²) of part of a rose petal (a particular curve written in polar coordinates) is given by A = 9 옳(40 16 If the angle is increasing at a rate of 9 40 X 2 10 T radians per minute, at what rate is the area changing when is radians? Give an exact answer. radians per square cm ✓ X -(40 - sin(40)).
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