n = 4 के साथ समलम्बाकार नियम का उपयोग करके का मान क्या है?

This question was previously asked in
BPSC Asstt. Prof. ME Held on Nov 2015 (Advt. 22/2014)
View all BPSC Assistant Professor Papers >
  1. 1.1176
  2. 1.1167
  3. 1.119
  4. 1.1012

Answer (Detailed Solution Below)

Option 1 : 1.1176

Detailed Solution

Download Solution PDF

अवधारणा:

जहाँ,

b = ऊपरी सीमा, a = निचली सीमा, h = चरण आकार।

समलम्बाकार नियम के अनुसार

गणना:

दिया हुआ:

n = 4, a = 0, b = 2, 

y = f(x) = 

x x0 x0.5 x1 x1.5 x2
y = f(x) y0 = 1 y1 = 0.67 y2 = 0.5 y3 = 0.4 y4 = 0.33

I =  = 

I = 0.25[(1 + 0.33) + 2(0.67 + 0.5 + 0.4)]

I = 0.25 [1.33 + 3.14]

I = 0.25 × 4.47

I = 1.1175

Latest BPSC Assistant Professor Updates

Last updated on Jun 23, 2025

-> The Document Verification for BPSC Assistant Professor (Advt. No. 04/2025 to 28/2025) will be conducted between 7th July 2025 to 24th July 2025

-> The BPSC Assistant Professor Notification 2025 was released for 1711 vacancies under Speciality (Advt. No.04/2025 to 28/2025).

-> The recruitment is ongoing for 220 vacancies (Advt. No. 01/2024 to 17/2024).

-> The salary under BPSC Assistant Professor Recruitment is approximately Rs 15600-39100 as per Pay Matrix Level 11. 

-> The selection is based on the evaluation of academic qualifications &  work experience and interview.

-> Prepare for the exam using the BPSC Assistant Professor Previous Year Papers. For mock tests attempt the BPSC Assistant Professor Test Series.

More Solutions of Integral Equations Questions

More Numerical Methods Questions

Hot Links: teen patti master 2024 yono teen patti teen patti earning app teen patti - 3patti cards game teen patti winner