the three digit chopping arithmetic value of 133 + 0.921 andthe relative error and the absolute error for its exact value and the approximate value.

Question

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Answer 1

Question

Chapter 1.3, Problem 4E

a.

To determine

To calculate: the three digit chopping arithmetic value of 133+0.921 andthe relative error and the absolute error for its exact value and the approximate value.

b.

To determine

To calculate: the three digit chopping arithmetic value of 133−0.499 andthe relative error and the absolute error for its exact value and the approximate value.

c.

To determine

To calculate: the three digit chopping arithmetic value of (121−0.327)−119 andthe relative error and the absolute error for its exact value and the approximate value.

d.

To determine

To calculate: the three digit chopping arithmetic value of (121−119)−0.327 andthe relative error and the absolute error for its exact value and the approximate value.

e.

To determine

To calculate: the three digit chopping arithmetic value of 1314−672e−5.4 andthe relative error and the absolute error for its exact value and the approximate value.

f.

To determine

To calculate: the three digit chopping arithmetic value of −10π+6e−362 andthe relative error and the absolute error for its exact value and the approximate value.

g.

To determine

To calculate: the three digit chopping arithmetic value of (29)⋅(97) andthe relative error and the absolute error for its exact value and the approximate value.

h.

To determine

To calculate: the three digit chopping arithmetic value of π−227117 andthe relative error and the absolute error for its exact value and the approximate value.

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Answer 2

Question

Chapter 1.3, Problem 4E

a.

To determine

To calculate: the three digit chopping arithmetic value of 133+0.921 andthe relative error and the absolute error for its exact value and the approximate value.

b.

To determine

To calculate: the three digit chopping arithmetic value of 133−0.499 andthe relative error and the absolute error for its exact value and the approximate value.

c.

To determine

To calculate: the three digit chopping arithmetic value of (121−0.327)−119 andthe relative error and the absolute error for its exact value and the approximate value.

d.

To determine

To calculate: the three digit chopping arithmetic value of (121−119)−0.327 andthe relative error and the absolute error for its exact value and the approximate value.

e.

To determine

To calculate: the three digit chopping arithmetic value of 1314−672e−5.4 andthe relative error and the absolute error for its exact value and the approximate value.

f.

To determine

To calculate: the three digit chopping arithmetic value of −10π+6e−362 andthe relative error and the absolute error for its exact value and the approximate value.

g.

To determine

To calculate: the three digit chopping arithmetic value of (29)⋅(97) andthe relative error and the absolute error for its exact value and the approximate value.

h.

To determine

To calculate: the three digit chopping arithmetic value of π−227117 andthe relative error and the absolute error for its exact value and the approximate value.

Expert Solution & Answer

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Check out a sample textbook solution

See solution

Answer 3

Question

Chapter 1.3, Problem 4E

a.

To determine

To calculate: the three digit chopping arithmetic value of 133+0.921 andthe relative error and the absolute error for its exact value and the approximate value.

b.

To determine

To calculate: the three digit chopping arithmetic value of 133−0.499 andthe relative error and the absolute error for its exact value and the approximate value.

c.

To determine

To calculate: the three digit chopping arithmetic value of (121−0.327)−119 andthe relative error and the absolute error for its exact value and the approximate value.

d.

To determine

To calculate: the three digit chopping arithmetic value of (121−119)−0.327 andthe relative error and the absolute error for its exact value and the approximate value.

e.

To determine

To calculate: the three digit chopping arithmetic value of 1314−672e−5.4 andthe relative error and the absolute error for its exact value and the approximate value.

f.

To determine

To calculate: the three digit chopping arithmetic value of −10π+6e−362 andthe relative error and the absolute error for its exact value and the approximate value.

g.

To determine

To calculate: the three digit chopping arithmetic value of (29)⋅(97) andthe relative error and the absolute error for its exact value and the approximate value.

h.

To determine

To calculate: the three digit chopping arithmetic value of π−227117 andthe relative error and the absolute error for its exact value and the approximate value.

Expert Solution & Answer

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Check out a sample textbook solution

See solution

Answer 4

Question

Chapter 1.3, Problem 4E

a.

To determine

To calculate: the three digit chopping arithmetic value of 133+0.921 andthe relative error and the absolute error for its exact value and the approximate value.

b.

To determine

To calculate: the three digit chopping arithmetic value of 133−0.499 andthe relative error and the absolute error for its exact value and the approximate value.

c.

To determine

To calculate: the three digit chopping arithmetic value of (121−0.327)−119 andthe relative error and the absolute error for its exact value and the approximate value.

d.

To determine

To calculate: the three digit chopping arithmetic value of (121−119)−0.327 andthe relative error and the absolute error for its exact value and the approximate value.

e.

To determine

To calculate: the three digit chopping arithmetic value of 1314−672e−5.4 andthe relative error and the absolute error for its exact value and the approximate value.

f.

To determine

To calculate: the three digit chopping arithmetic value of −10π+6e−362 andthe relative error and the absolute error for its exact value and the approximate value.

g.

To determine

To calculate: the three digit chopping arithmetic value of (29)⋅(97) andthe relative error and the absolute error for its exact value and the approximate value.

h.

To determine

To calculate: the three digit chopping arithmetic value of π−227117 andthe relative error and the absolute error for its exact value and the approximate value.

Expert Solution & Answer

Want to see the full answer?

Check out a sample textbook solution

See solution

Answer 5

Chapter 1.3, Problem 4E

a.

To determine

To calculate: the three digit chopping arithmetic value of 133+0.921 andthe relative error and the absolute error for its exact value and the approximate value.

b.

To determine

To calculate: the three digit chopping arithmetic value of 133−0.499 andthe relative error and the absolute error for its exact value and the approximate value.

c.

To determine

To calculate: the three digit chopping arithmetic value of (121−0.327)−119 andthe relative error and the absolute error for its exact value and the approximate value.

d.

To determine

To calculate: the three digit chopping arithmetic value of (121−119)−0.327 andthe relative error and the absolute error for its exact value and the approximate value.

e.

To determine

To calculate: the three digit chopping arithmetic value of 1314−672e−5.4 andthe relative error and the absolute error for its exact value and the approximate value.

f.

To determine

To calculate: the three digit chopping arithmetic value of −10π+6e−362 andthe relative error and the absolute error for its exact value and the approximate value.

g.

To determine

To calculate: the three digit chopping arithmetic value of (29)⋅(97) andthe relative error and the absolute error for its exact value and the approximate value.

h.

To determine

To calculate: the three digit chopping arithmetic value of π−227117 andthe relative error and the absolute error for its exact value and the approximate value.

Answer 6

Chapter 1.3, Problem 4E

a.

To determine

To calculate: the three digit chopping arithmetic value of 133+0.921 andthe relative error and the absolute error for its exact value and the approximate value.

Answer 7

Chapter 1.3, Problem 4E

a.

To determine

To calculate: the three digit chopping arithmetic value of 133+0.921 andthe relative error and the absolute error for its exact value and the approximate value.

Answer 8

b.

To determine

To calculate: the three digit chopping arithmetic value of 133−0.499 andthe relative error and the absolute error for its exact value and the approximate value.

Answer 9

b.

To determine

To calculate: the three digit chopping arithmetic value of 133−0.499 andthe relative error and the absolute error for its exact value and the approximate value.

Answer 10

c.

To determine

To calculate: the three digit chopping arithmetic value of (121−0.327)−119 andthe relative error and the absolute error for its exact value and the approximate value.

Answer 11

c.

To determine

To calculate: the three digit chopping arithmetic value of (121−0.327)−119 andthe relative error and the absolute error for its exact value and the approximate value.

Answer 12

d.

To determine

To calculate: the three digit chopping arithmetic value of (121−119)−0.327 andthe relative error and the absolute error for its exact value and the approximate value.

Answer 13

d.

To determine

To calculate: the three digit chopping arithmetic value of (121−119)−0.327 andthe relative error and the absolute error for its exact value and the approximate value.

Answer 14

e.

To determine

To calculate: the three digit chopping arithmetic value of 1314−672e−5.4 andthe relative error and the absolute error for its exact value and the approximate value.

Answer 15

e.

To determine

To calculate: the three digit chopping arithmetic value of 1314−672e−5.4 andthe relative error and the absolute error for its exact value and the approximate value.

Answer 16

f.

To determine

To calculate: the three digit chopping arithmetic value of −10π+6e−362 andthe relative error and the absolute error for its exact value and the approximate value.

Answer 17

f.

To determine

To calculate: the three digit chopping arithmetic value of −10π+6e−362 andthe relative error and the absolute error for its exact value and the approximate value.

Answer 18

g.

To determine

To calculate: the three digit chopping arithmetic value of (29)⋅(97) andthe relative error and the absolute error for its exact value and the approximate value.

Answer 19

g.

To determine

To calculate: the three digit chopping arithmetic value of (29)⋅(97) andthe relative error and the absolute error for its exact value and the approximate value.

Answer 20

h.

To determine

To calculate: the three digit chopping arithmetic value of π−227117 andthe relative error and the absolute error for its exact value and the approximate value.

Answer 21

h.

To determine

To calculate: the three digit chopping arithmetic value of π−227117 andthe relative error and the absolute error for its exact value and the approximate value.

Answer 22

Expert Solution & Answer

Answer 23

Expert Solution & Answer

Answer 24

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Answer 25

Ch. 1.2 - Prob. 1E Ch. 1.2 - Find intervals containing solutions to the...Ch. 1.2 - Prob. 3E Ch. 1.2 - Find maxaxbf(x) for the following functions and...Ch. 1.2 - Let f(x)=x3. Find the second Taylor polynomial...Ch. 1.2 - Prob. 6E Ch. 1.2 - Find the second Taylor polynomial P2(x) for the...Ch. 1.2 - Prob. 8E Ch. 1.2 - Prob. 9E Ch. 1.2 - Use a Taylor polynomial about /4 to approximate...

the three digit chopping arithmetic value of 133 + 0.921 andthe relative error and the absolute error for its exact value and the approximate value.

Solution Summary: The author calculates the three digit chopping arithmetic value of 133+0.921 and the relative error and absolute error for its exact value and approximate value.

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To calculate: the three digit chopping arithmetic value of 133+0.921 andthe relative error and the absolute error for its exact value and the approximate value.

To calculate: the three digit chopping arithmetic value of 133−0.499 andthe relative error and the absolute error for its exact value and the approximate value.

To calculate: the three digit chopping arithmetic value of (121−0.327)−119 andthe relative error and the absolute error for its exact value and the approximate value.

To calculate: the three digit chopping arithmetic value of (121−119)−0.327 andthe relative error and the absolute error for its exact value and the approximate value.

To calculate: the three digit chopping arithmetic value of 1314−672e−5.4 andthe relative error and the absolute error for its exact value and the approximate value.

To calculate: the three digit chopping arithmetic value of −10π+6e−362 andthe relative error and the absolute error for its exact value and the approximate value.

To calculate: the three digit chopping arithmetic value of (29)⋅(97) andthe relative error and the absolute error for its exact value and the approximate value.

To calculate: the three digit chopping arithmetic value of π−227117 andthe relative error and the absolute error for its exact value and the approximate value.

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Chapter 1 Solutions