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If dz, dy are small changes in the quantities a and y, and the function f (2,y) is given by S(2,9) = z y3 +2 then use a Taylor series to derive a linear approximation for the associated change of. of Use your approximation to estimate the change in fir (2, y) changes from (2, 4) to (2.04, 4.07) (give your answer to 3 decimal places) Number

If dz, dy are small changes in the quantities a and y, and the function f (2,y) is given by S(2,9) = z y3 +2 then use a Taylor series to derive a linear approximation for the associated change of. of Use your approximation to estimate the change in fir (2, y) changes from (2, 4) to (2.04, 4.07) (give your answer to 3 decimal places) Number

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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If &z, dy are small changes in the quantities r and y, and the function f (2, v) is given by f(2,y) =z y3 +22 then use a Taylor series to derive a linear approximation for the associated change df. of Use your approximation to estimate the change in /ir (z, y) changes from (2, 4) to (2.04, 4.07) (give your answer to 3 decimal places) Number
Transcribed Image Text:If &z, dy are small changes in the quantities r and y, and the function f (2, v) is given by f(2,y) =z y3 +22 then use a Taylor series to derive a linear approximation for the associated change df. of Use your approximation to estimate the change in /ir (z, y) changes from (2, 4) to (2.04, 4.07) (give your answer to 3 decimal places) Number
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