special Type Of integral
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special Type Of integral
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special Type Of integral
- 1. PRESENTATION ABOUT: SPECIAL TYPE OF INTEGRAL
- 2. The problem I would like to present, ππ§ β« ππ₯ π₯ + 2 π₯ β 1 Therefore, =) π₯ β 1 = π§ =)π₯ β 1 = π§2 =) π₯ = π§2 + 1 =) π ππ₯ (π₯ β 1) = π ππ₯ . π§2 =) 1β 0 =2π§. TYPE-1:
- 3. Let, πΌ = β« 2π§. ππ§ π§2 + 1 + 2 π§ = 2β« ππ§ π§2 + 3 = ππ§ π§2 + 3 2 =2. 1 π . tanβ1 π§ 3 + π (solved)
- 4. The problem I would like to present, β« ππ± π± + π π± + π =)π β π = π π =)π π = ππ. π π Let, π° = β« ππ. π π π π . π π + π + π =β« ππ. π π π π π+π =β« ππ. π π π π π+π = β« π π/ π π + π π = π πππ{π + π π + π π π¨ππ TYPE 2: