Indefinite Integrals Class 12 OP Malhotra Exe-14E ISC Maths Solutions Ch-14 Solutions. In this article you would learn about special form : To integrate∫e^x[f(x) + f´(x)]. Step by step solutions of latest textbook has been given as latest syllabus. Visit official Website CISCE for detail information about ISC Board Class-12 Mathematics.

Indefinite Integrals Class 12 OP Malhotra Exe-14E ISC Maths Solutions Ch-14

Board	ISC
Publications	S Chand
Subject	Maths
Class	12th
Chapter-14	Indefinite Integrals
Writer	OP Malhotra
Exe-14(e)	special form : To integrate∫ex[f(x) + f´(x)]

Exercise- 14E

 Indefinite Integrals Class 12 OP Malhotra Exe-14E Solutions

Que-1: ∫e^x(cotx+log sinx) dx

Sol:

Que-2: ∫e^2x(-sinx+2cosx) dx

Sol:

Que-3: ∫e^x(tanx+log secx) dx

Sol:

Que-4: ∫e^x(sin(log x)+cos(log x)) dx

Sol:

Que-5: ∫{tan(log x) + sec²(log x)} dx

Sol:

Que-6: ∫e^x(sin^-1x + 1/√1-x²) dx

Sol:

Que-7: ∫e^x[secx + log(secx + tanx)] dx

Sol:

Que-8: ∫e^x 1-sinx/1-cosx dx

Sol:

Que-9: ∫e^x 2-sin2x/1-cos2x dx

Sol:

Que-10: ∫(log(logx)+1/logx) dx

Sol:

Que-11: ∫logx/(1+logx)² dx

Sol:

Que-12: ∫1-x/x² e^x dx

Sol:

Que-13:∫e^x(2x-1/4x²) dx

Sol:

Que-14: ∫e^x(1/x²-2/x³) dx

Sol:

Que-15: ∫x+sinx / 1+cosx dx

Sol:

Que-16: ∫e^x(1-x/1+x²) dx

Sol:

–: End of Indefinite Integrals Class 12 OP Malhotra Exe-14E ISC Math Ch-14 Solution :–

Return to :- OP Malhotra ISC Class-12 S Chand Publication Maths Solutions
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