1. Determine constants a, b, c and d that will produce a quadrature formula ) dx z af (–1) + bf (1) + ef' (–1) + df' (1) that has degree of precision 3. 2. Approximate the following integrals using...

1. Determine constants a, b, c and d that will produce a quadrature formula<br>) dx z af (–1) + bf (1) + ef' (–1) + df' (1)<br>that has degree of precision 3.<br>2. Approximate the following integrals using Gaussian quadrature with n =<br>1 and n = 2.<br>2<br>-dx<br>4<br>a)<br>b)<br>e-dx<br>-1<br>1<br>

Extracted text: 1. Determine constants a, b, c and d that will produce a quadrature formula ) dx z af (–1) + bf (1) + ef' (–1) + df' (1) that has degree of precision 3. 2. Approximate the following integrals using Gaussian quadrature with n = 1 and n = 2. 2 -dx 4 a) b) e-dx -1 1

Jun 03, 2022

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1. Determine constants a, b, c and d that will produce a quadrature formula ) dx z af (–1) + bf (1) + ef' (–1) + df' (1) that has degree of precision 3. 2. Approximate the following integrals using...

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