dx is equal to (where c is a constant of integration)
(a)
2x + sinx + 2 sin2x + c
(b)
x + 2 sinx + 2 sin2x + c
(c)
x + 2 sinx + sin2x + c
(d)
2x + sinx + sin2x + c
dx is equal to (where c is a constant of integration)
(a)
2x + sinx + 2 sin2x + c
(b)
x + 2 sinx + 2 sin2x + c
(c)
x + 2 sinx + sin2x + c
(d)
2x + sinx + sin2x + c
Question ID - 57533 | SaraNextGen Top Answer
dx is equal to (where c is a constant of integration)
(a)
2x + sinx + 2 sin2x + c
(b)
x + 2 sinx + 2 sin2x + c
(c)
x + 2 sinx + sin2x + c
(d)
2x + sinx + sin2x + c
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(a) |
2x + sinx + 2 sin2x + c |
(b) |
x + 2 sinx + 2 sin2x + c |
|
(c) |
x + 2 sinx + sin2x + c |
(d) |
2x + sinx + sin2x + c |
1 Answer
127 votes
Answer Key / Explanation : (c) -
dx
= 
dx
= 
dx
Now use sin2x = 2sinxcosx and sin3x = 3sinx − 4sin3x
= 
dx
= x + 2sinx + sin2x + c
127 votes
Answer Link
127