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Complete the proof that lim (-2x - 4): = x→3 Let & > 0. Choose = Assume 0 < x Thus = = v = |62.x| N = E. 1 01<0. DI -10 by filling in the blanks. Use "e" for & and "d" for 8.

Complete the proof that lim (-2x - 4): = x→3 Let & > 0. Choose = Assume 0 < x Thus = = v = |62.x| N = E. 1 01<0. DI -10 by filling in the blanks. Use "e" for & and "d" for 8.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Complete the proof that lim (-2x - 4): = x→3 Let & > 0. Choose = Assume 0 < x Thus = = v = |62.x| N = E. 1 01<0. DI -10 by filling in the blanks. Use "e" for & and "d" for 8.
Transcribed Image Text:Complete the proof that lim (-2x - 4): = x→3 Let & > 0. Choose = Assume 0 < x Thus = = v = |62.x| N = E. 1 01<0. DI -10 by filling in the blanks. Use "e" for & and "d" for 8.
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it says |6-2*x| is wrong

= |6 – 2 ·x| || □ |
Transcribed Image Text:= |6 – 2 ·x| || □ |
Complete the proof that lim (−2x − 4) = −10 by filling in the blanks. Use "e" for & and "d" for 8. x→3
Transcribed Image Text:Complete the proof that lim (−2x − 4) = −10 by filling in the blanks. Use "e" for & and "d" for 8. x→3
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