Q.8 - Chapter 7. Integrals of class 12

Question

Philoid · Accepted Answer

Given: <img w='148' height='79' src='https://static.insightsonindia.in/ncertusercontent/solutions/?domain=gF&l=PROJ13060/1518852787890559.png' style='vertical-align: center;'> <img w='268' height='79' src='https://static.insightsonindia.in/ncertusercontent/solutions/?domain=gF&l=PROJ13060/1518852788644736.png' style='vertical-align: center;'> <img w='251' height='67' src='https://static.insightsonindia.in/ncertusercontent/solutions/?domain=gF&l=PROJ13060/1518852789675652.png' style='vertical-align: center;'> <img w='267' height='79' src='https://static.insightsonindia.in/ncertusercontent/solutions/?domain=gF&l=PROJ13060/1518852790453267.png' style='vertical-align: center;'> <img w='325' height='69' src='https://static.insightsonindia.in/ncertusercontent/solutions/?domain=gF&l=PROJ13060/1518852791231350.png' style='vertical-align: center;'> <img w='325' height='117' src='https://static.insightsonindia.in/ncertusercontent/solutions/?domain=gF&l=PROJ13060/1518852792251512.png' style='vertical-align: center;'> <img w='257' height='81' src='https://static.insightsonindia.in/ncertusercontent/solutions/?domain=gF&l=PROJ13060/1518852793033220.png' style='vertical-align: center;'> <img w='232' height='81' src='https://static.insightsonindia.in/ncertusercontent/solutions/?domain=gF&l=PROJ13060/1518852793809370.png' style='vertical-align: center;'> <img w='337' height='79' src='https://static.insightsonindia.in/ncertusercontent/solutions/?domain=gF&l=PROJ13060/1518852794562559.png' style='vertical-align: center;'> <img w='263' height='79' src='https://static.insightsonindia.in/ncertusercontent/solutions/?domain=gF&l=PROJ13060/1518852795316832.png' style='vertical-align: center;'> <img w='147' height='45' src='https://static.insightsonindia.in/ncertusercontent/solutions/?domain=gF&l=PROJ13060/1518852796099330.png' style='vertical-align: center;'> <img w='156' height='53' src='https://static.insightsonindia.in/ncertusercontent/solutions/?domain=gF&l=PROJ13060/151885279685367.png' style='vertical-align: center;'> <img w='116' height='53' src='https://static.insightsonindia.in/ncertusercontent/solutions/?domain=gF&l=PROJ13060/1518852797629681.png' style='vertical-align: center;'>

Book: Mathematics Part-II

Chapter: 7. Integrals

Subject: Maths - Class 12^th

Q. No. 8 of Exercise 7.11

Chapter Exercises

Exercise 7.2

Exercise 7.4

Exercise 7.5

Exercise 7.3

Exercise 7.1

Exercise 7.6

Exercise 7.8

Exercise 7.9

Exercise 7.10

Exercise 7.11

Exercise 7.7

Miscellaneous Exercise

Show that if f and g are defined as and

The value of