Choose the correct answer for the following function: f(x, y) = cos(2x²y³) Select one: None of the Others O=<-4x sin(2x²y³), 6y² sin(2x²y³) > O =<-4xy³ sin(2x²y³), 6x²y² sin(2x²y³) > 0 < far fy >=<-4xy³ cos(2x²y³), -6x²y² cos(2x²y³) > 0 < fa, fy >=< 8ry³ sin(2x²y³), 3x²y² sin(2x²y³) >

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter7: Distance And Approximation
Section7.5: Applications
Problem 17EQ
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Choose the correct answer for the following function:
f(x, y) = cos(2x²y³)
Select one:
O None of the Others
0 < ffy >=<-4x sin(2x²y³), 6y² sin(2x²y³) >
0 < ffy >=<-4xy³ sin(2x²y³), -6x²y² sin(2x²y³) >
O < far fy >=<-4xy³ cos(2x³y³), 6x³y² cos(2x²y³) >
0 < fa, fy >=< 8ay sin(2x²y³), 3x²y² sin(2x²y³) >
Transcribed Image Text:Choose the correct answer for the following function: f(x, y) = cos(2x²y³) Select one: O None of the Others 0 < ffy >=<-4x sin(2x²y³), 6y² sin(2x²y³) > 0 < ffy >=<-4xy³ sin(2x²y³), -6x²y² sin(2x²y³) > O < far fy >=<-4xy³ cos(2x³y³), 6x³y² cos(2x²y³) > 0 < fa, fy >=< 8ay sin(2x²y³), 3x²y² sin(2x²y³) >
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