a2+3a2b+3ab2+b3 if a=-2 b=3
Answers
Answered by
0
- Correct option is D)
- We solve the given expression a
- 3
- +3a
- 2
- b+3ab
- 2
- +b
- 3
- −8 as shown below:
- a
- 3
- +3a
- 2
- b+3ab
- 2
- +b
- 3
- −8
- =(a+b)
- 3
- −(2)
- 3
- (∵(x+y)
- 3
- =x
- 3
- +y
- 3
- +3x
- 2
- y+3xy
- 2
- )
- =(a+b−2)[(a+b)
- 2
- +2
- 2
- +2(a+b)](∵x
- 3
- −y
- 3
- =(x−y)(x
- 2
- +y
- 2
- +xy))
- =(a+b−2)(a
- 2
- +b
- 2
- +2ab+4+2a+2b)(∵(x+y)
- 2
- =x
- 2
- +y
- 2
- +xy)
- Hence, a
- 3
- +3a
- 2
- b+3ab
- 2
- +b
- 3
- −8=(a+b−2)(a
- 2
- +b
- 2
- +2ab+4+2a+2b)
Answered by
0
Answer: -67
Step-by-step explanation:
a=-2, b=3
= -2*2+3*-2*2*3+3*-2*3*2+3*3
= -4+-36+-36+9
= -67
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