Question
Add (3+2y−5y2+6y3), (−8+3y+7y3) and (5−6y−8y3+y2).
Answer: Option C
:
C
Was this answer helpful ?
:
C
To add : (3+2y−5y2+6y3), (−8+3y+7y3) and (5−6y−8y3+y2)
(−8+3y+7y3) does not have the term with y2. So, we add 0y2 and hence, the expression will be (−8+3y+0y2+7y3).
On adding there expressions, we get,
3+2y−5y2+6y3
−8+3y+0y2+7y3
5−6y+y2 −8y3––––––––––––––––––––––
−1y−4y2+5y3
(3+2y−5y2+6y3)+(−8+3y+7y3)+(5−6y−8y3+y2)=(−y−4y2+5y3)
Was this answer helpful ?
More Questions on This Topic :
Question 1.
(1.05)2−(0.95)2= ___
....
Question 2.
(4pq+3q)2 − (4pq−3q)2= ____________.
....
Question 3.
Using an identity expand :
(2y+5)(2y+5)
....
Question 5.
The numerical factor of a term is known as
....
Question 6.
Simplify (3x2+5y2)(4xy−5y).
....
Submit Solution