Find the total differential dz for the function F(X₂X) = X = 2, Y = 0 J2 and AZ LE of √3x+12² dx = 0.0l and dy = 0.01 compare the values. column.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 93E
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Question
Find the total differential d2 for the function F(X+Y) = √3x +/²
dx = 0.01 and dy = 0.01 compare the values.
X= 2, Y = G
J2 and 12
LE
Question No:
of
Determine Duf (3₁-10) for F(X₁Y₁Z) = 4x - y²
of ✓² = (-1₁4, 2)
3x2
Evaluate ff (6x² +40 Y) JA, where D is
(0,3), (191) and (5₂3)
in the direction
Evaluate SS X₂ JA, R = {(x,y); 1 < x≤ 2,4 < Y ≤ 6)
y²
Do not
write in this
column.
the triangle with vertice.
find work done by the force field F² = (XY, 2, 42) when a
moves along the straight line from (0,1,2) to (1₂3₂3)
Particle
use Green's theorem to evaluate the line integral dc xp²x dx
+ § x ²³² * x + (x² + 2x²y²) dy for the positively oriented curver
mere c is the boundary of the region between the
circle x² + y² = 1 and x² + y² = 4
Transcribed Image Text:Find the total differential d2 for the function F(X+Y) = √3x +/² dx = 0.01 and dy = 0.01 compare the values. X= 2, Y = G J2 and 12 LE Question No: of Determine Duf (3₁-10) for F(X₁Y₁Z) = 4x - y² of ✓² = (-1₁4, 2) 3x2 Evaluate ff (6x² +40 Y) JA, where D is (0,3), (191) and (5₂3) in the direction Evaluate SS X₂ JA, R = {(x,y); 1 < x≤ 2,4 < Y ≤ 6) y² Do not write in this column. the triangle with vertice. find work done by the force field F² = (XY, 2, 42) when a moves along the straight line from (0,1,2) to (1₂3₂3) Particle use Green's theorem to evaluate the line integral dc xp²x dx + § x ²³² * x + (x² + 2x²y²) dy for the positively oriented curver mere c is the boundary of the region between the circle x² + y² = 1 and x² + y² = 4
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