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4. In sigma notation, what is L₁0 if f(x) = √√4 – x² on [-2, 2]? 10 Α) Σ! 1/4 - (-2 + *)? (2/5) i=1 =0 Β) Σo V4-(-2 + i) (2/5) c) Στo 1/4 - (+2+ )2 (1/10) 9 D) Στo V4-(-2+)2(1/5) E) None of the above.

4. In sigma notation, what is L₁0 if f(x) = √√4 – x² on [-2, 2]? 10 Α) Σ! 1/4 - (-2 + *)? (2/5) i=1 =0 Β) Σo V4-(-2 + i) (2/5) c) Στo 1/4 - (+2+ )2 (1/10) 9 D) Στo V4-(-2+)2(1/5) E) None of the above.

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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4. In sigma notation, what is L₁0 if ƒ(x) = √√4 – x² on [-2, 2]? A) ₁ √√4 −(−2+ ²)² (2/5) 10 i=1 2i 5 i=0 Β) Στo V4 - (+2+ )2 (2/5) c) Στo 1/4-(-2+ )2 (1/10) 2i D) ²0 √√4− (−2+)² (1/5) i=0 E) None of the above.
Transcribed Image Text:4. In sigma notation, what is L₁0 if ƒ(x) = √√4 – x² on [-2, 2]? A) ₁ √√4 −(−2+ ²)² (2/5) 10 i=1 2i 5 i=0 Β) Στo V4 - (+2+ )2 (2/5) c) Στo 1/4-(-2+ )2 (1/10) 2i D) ²0 √√4− (−2+)² (1/5) i=0 E) None of the above.
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