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"Getting into the weeds" Find the largest horizontal gap such that the maximum error is less than .5. (Note, the hole is at x = 1, and h has a given formula.). Dr. Reed h(x) ex - e = 2(x-1) A) gap=.87 (from x=.565 and x=1.435) B) gap=.719 (from x=.64 and x=1.359) C) gap=.01 (from x=.995 and x=1.005) D) gap=1 (from x=.5 and x=1.5)

"Getting into the weeds" Find the largest horizontal gap such that the maximum error is less than .5. (Note, the hole is at x = 1, and h has a given formula.). Dr. Reed h(x) ex - e = 2(x-1) A) gap=.87 (from x=.565 and x=1.435) B) gap=.719 (from x=.64 and x=1.359) C) gap=.01 (from x=.995 and x=1.005) D) gap=1 (from x=.5 and x=1.5)

FINANCIAL ACCOUNTING
FINANCIAL ACCOUNTING
10th Edition
ISBN:9781259964947
Author:Libby
Publisher:Libby
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
Problem 1Q
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"Getting into the weeds" Find the largest horizontal gap such that the maximum error is less than .5. (Note, the hole is at x = 1, and h has a given formula.). Dr. Reed h(x) ex - e = 2(x-1) A) gap=.87 (from x=.565 and x=1.435) B) gap=.719 (from x=.64 and x=1.359) C) gap=.01 (from x=.995 and x=1.005) D) gap=1 (from x=.5 and x=1.5)
Transcribed Image Text:"Getting into the weeds" Find the largest horizontal gap such that the maximum error is less than .5. (Note, the hole is at x = 1, and h has a given formula.). Dr. Reed h(x) ex - e = 2(x-1) A) gap=.87 (from x=.565 and x=1.435) B) gap=.719 (from x=.64 and x=1.359) C) gap=.01 (from x=.995 and x=1.005) D) gap=1 (from x=.5 and x=1.5)
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