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maximume New Continue th differ by less than 0. utility and compare the results. point on the graph int (6, 0) 400 feet of fencing with gular corrals (see figure). hat the enclosed area will 89 fx)= 3r 90. fx) = r+ 2r+1 91. fx) = x+ + -3r + 2 x) = 3 r = T- Plo (a) Determi relative for various v In Exercises 93 and 94, apply (b) Determ relative Newton's Method to approximate the x-value(s) of the the iterations until two successive approximations differ by less indicated point(s) of intersection of the two graphs. Continue Points of Intersection (c) Determ relative than 0.001. [Hint: Let hx) = f(x) - g(x).] 94. f(x) = sin x (d) Show extrem 93. f(x) = 1 -x g(x) = x2x+ of the rectangle of ordinate axes, that 2. Relative (a) Graph for a у y f 3 3 the co maxi (b) Show cons first quadrant otenuse passes triangle such X (c) Dete relat 1 2 -2 -17 1 (d) Let that Comparing Ay and dy In Exercises 95 and 96, use the to be braced eet high and ortest beam 2 3 information to find and compare Ay and dy. gra Cur Function x-Value gest pipe er at the eet. Differential of x 3. Relati 95. y = 4x3 Ax = dx = 0.1 96. y =x - 5x f (x) = I3 Ax = dx = 0.01 meets a h of the Hint: Finding a Differential In Exercises 97 and 98, find differential dy of the given function. Deterr minim 4. Poin 97. y x(1-cos x) 98. y =36 - x Approximating Function Values In Exercises and 100, use differentials to sproximate the value of th expression. Compare your ansrer with that of a calculator (a) L (b) I the 99. 63.9 ht 100. (2.02) (c) 101. Volume and Surface Area The radius of a s measured as 9 centimeters. with a possible e

maximume New Continue th differ by less than 0. utility and compare the results. point on the graph int (6, 0) 400 feet of fencing with gular corrals (see figure). hat the enclosed area will 89 fx)= 3r 90. fx) = r+ 2r+1 91. fx) = x+ + -3r + 2 x) = 3 r = T- Plo (a) Determi relative for various v In Exercises 93 and 94, apply (b) Determ relative Newton's Method to approximate the x-value(s) of the the iterations until two successive approximations differ by less indicated point(s) of intersection of the two graphs. Continue Points of Intersection (c) Determ relative than 0.001. [Hint: Let hx) = f(x) - g(x).] 94. f(x) = sin x (d) Show extrem 93. f(x) = 1 -x g(x) = x2x+ of the rectangle of ordinate axes, that 2. Relative (a) Graph for a у y f 3 3 the co maxi (b) Show cons first quadrant otenuse passes triangle such X (c) Dete relat 1 2 -2 -17 1 (d) Let that Comparing Ay and dy In Exercises 95 and 96, use the to be braced eet high and ortest beam 2 3 information to find and compare Ay and dy. gra Cur Function x-Value gest pipe er at the eet. Differential of x 3. Relati 95. y = 4x3 Ax = dx = 0.1 96. y =x - 5x f (x) = I3 Ax = dx = 0.01 meets a h of the Hint: Finding a Differential In Exercises 97 and 98, find differential dy of the given function. Deterr minim 4. Poin 97. y x(1-cos x) 98. y =36 - x Approximating Function Values In Exercises and 100, use differentials to sproximate the value of th expression. Compare your ansrer with that of a calculator (a) L (b) I the 99. 63.9 ht 100. (2.02) (c) 101. Volume and Surface Area The radius of a s measured as 9 centimeters. with a possible e

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section9.9: Properties Of Determinants
Problem 46E
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maximume New Continue th differ by less than 0. utility and compare the results. point on the graph int (6, 0) 400 feet of fencing with gular corrals (see figure). hat the enclosed area will 89 fx)= 3r 90. fx) = r+ 2r+1 91. fx) = x+ + -3r + 2 x) = 3 r = T- Plo (a) Determi relative for various v In Exercises 93 and 94, apply (b) Determ relative Newton's Method to approximate the x-value(s) of the the iterations until two successive approximations differ by less indicated point(s) of intersection of the two graphs. Continue Points of Intersection (c) Determ relative than 0.001. [Hint: Let hx) = f(x) - g(x).] 94. f(x) = sin x (d) Show extrem 93. f(x) = 1 -x g(x) = x2x+ of the rectangle of ordinate axes, that 2. Relative (a) Graph for a у y f 3 3 the co maxi (b) Show cons first quadrant otenuse passes triangle such X (c) Dete relat 1 2 -2 -17 1 (d) Let that Comparing Ay and dy In Exercises 95 and 96, use the to be braced eet high and ortest beam 2 3 information to find and compare Ay and dy. gra Cur Function x-Value gest pipe er at the eet. Differential of x 3. Relati 95. y = 4x3 Ax = dx = 0.1 96. y =x - 5x f (x) = I3 Ax = dx = 0.01 meets a h of the Hint: Finding a Differential In Exercises 97 and 98, find differential dy of the given function. Deterr minim 4. Poin 97. y x(1-cos x) 98. y =36 - x Approximating Function Values In Exercises and 100, use differentials to sproximate the value of th expression. Compare your ansrer with that of a calculator (a) L (b) I the 99. 63.9 ht 100. (2.02) (c) 101. Volume and Surface Area The radius of a s measured as 9 centimeters. with a possible e
Transcribed Image Text:maximume New Continue th differ by less than 0. utility and compare the results. point on the graph int (6, 0) 400 feet of fencing with gular corrals (see figure). hat the enclosed area will 89 fx)= 3r 90. fx) = r+ 2r+1 91. fx) = x+ + -3r + 2 x) = 3 r = T- Plo (a) Determi relative for various v In Exercises 93 and 94, apply (b) Determ relative Newton's Method to approximate the x-value(s) of the the iterations until two successive approximations differ by less indicated point(s) of intersection of the two graphs. Continue Points of Intersection (c) Determ relative than 0.001. [Hint: Let hx) = f(x) - g(x).] 94. f(x) = sin x (d) Show extrem 93. f(x) = 1 -x g(x) = x2x+ of the rectangle of ordinate axes, that 2. Relative (a) Graph for a у y f 3 3 the co maxi (b) Show cons first quadrant otenuse passes triangle such X (c) Dete relat 1 2 -2 -17 1 (d) Let that Comparing Ay and dy In Exercises 95 and 96, use the to be braced eet high and ortest beam 2 3 information to find and compare Ay and dy. gra Cur Function x-Value gest pipe er at the eet. Differential of x 3. Relati 95. y = 4x3 Ax = dx = 0.1 96. y =x - 5x f (x) = I3 Ax = dx = 0.01 meets a h of the Hint: Finding a Differential In Exercises 97 and 98, find differential dy of the given function. Deterr minim 4. Poin 97. y x(1-cos x) 98. y =36 - x Approximating Function Values In Exercises and 100, use differentials to sproximate the value of th expression. Compare your ansrer with that of a calculator (a) L (b) I the 99. 63.9 ht 100. (2.02) (c) 101. Volume and Surface Area The radius of a s measured as 9 centimeters. with a possible e
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