The value of c in complementary function of i is?

Question

The value of  c  in complementary function of  i  is?

TuteeHUB · Accepted Answer

NA

TuteeHUB · Answer

c = V/R cos +V/ (R2+(1/( C))2) cos u2061( +tan-1(1/ RC))

TuteeHUB · Answer

c = V/R cos +V/ (R2+(1/( C))2) cos u2061( -tan-1(1/ RC))

TuteeHUB · Answer

c = V/R cos -V/ (R2+(1/( C))2) cos u2061( -tan-1(1/ RC))

TuteeHUB · Answer

c = V/R cos -V/ (R2+(1/( C))2) cos u2061( +tan-1(1/ RC))

1.	The value of c in complementary function of i is?
A.	c = V/R cos +V/ (R<sup>2</sup>+(1/( C))<sup>2</sup>) cos u2061( +tan<sup>-1</sup>(1/ RC))
B.	c = V/R cos +V/ (R<sup>2</sup>+(1/( C))<sup>2</sup>) cos u2061( -tan<sup>-1</sup>(1/ RC))
C.	c = V/R cos -V/ (R<sup>2</sup>+(1/( C))<sup>2</sup>) cos u2061( -tan<sup>-1</sup>(1/ RC))
D.	c = V/R cos -V/ (R<sup>2</sup>+(1/( C))<sup>2</sup>) cos u2061( +tan<sup>-1</sup>(1/ RC))
Answer» E.

Discussion