Examples: 2 (df) Estimate by a differential the change in f from (32, 16) to (35, 18), given that 2 f(x,y)=yx³ +x√√y Use differential to estimates √√273√1021 "estimate value" (estimates f(x,y) = √√7³²√5₂) df 3. Given that y=kw/4, where k is a constant. Calculate the approximate percentage in y if w is increase by 3% and 1 is decreased by 2.5% .1 4. Approximate the value of 3 T (4.03) (2.98) cos by using total differential. 3

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Fast pls solve this question correctly in 5 min pls I will give u like for sure Sini.
Examples: 2
(df)
Estimate by a differential the change in f from (32, 16) to (35, 18), given that
2
f(x,y)=yx³ +x√√y
Use differential to estimates √√273√1021
"estimate value"
(estimates f(x,y) = √√7³²√5₂)
df 3. Given that y=kw/4, where k is a constant. Calculate the approximate percentage in y
if w is increase by 3% and 1 is decreased by 2.5%
.1
4. Approximate the value of
3
T
(4.03) (2.98) cos by using total differential.
3
Transcribed Image Text:Examples: 2 (df) Estimate by a differential the change in f from (32, 16) to (35, 18), given that 2 f(x,y)=yx³ +x√√y Use differential to estimates √√273√1021 "estimate value" (estimates f(x,y) = √√7³²√5₂) df 3. Given that y=kw/4, where k is a constant. Calculate the approximate percentage in y if w is increase by 3% and 1 is decreased by 2.5% .1 4. Approximate the value of 3 T (4.03) (2.98) cos by using total differential. 3
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