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					 The value of the integral
2∫0 (x - 1)² sin(x - 1) dx is (x - 1)² + cos(x - 1)  
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- 3
 - 0
 - –1
 - –2
 
 
Correct Option: B
| Let I = | dx | |
| (x - 1)² + cos(x - 1)² | 
| We know that, ²∫0 | dx | |
| (2 - x - 1)² + cos(2 - x - 1)² | 
| = - ²∫0 | dx = - 1 | |
| (x - 1)² + cos(x - 1)² | 
⇒ I + I = 0
⇒ 2I = 0
⇒ I = 0