Step 1 :
\Conversion from rectangular to polar equation :
\ and
(a)
\The rectangular equation is .
Substitute in polar equation.
Find magnitude.
\Find angle.
\The polar equation is
(b)
\The rectangular equation is .
Substitute in polar equation.
Find magnitude.
\Find angle.
\The polar equation is
Solution :
\(a) The polar equation is
(b) The polar equation is
(2)
\Step 1 :
\Conversion from Polar to rectangular equation :
\ and
.
(a)
\The polar form is
Substitute in the rectangular equation. \ \
The rectangular form is
(b)
\The polar form is
Substitute in the rectangular equation. \ \
The rectangular form is
(c)
\The polar form is
Substitute in the rectangular equation. \ \
\
Solution :
\(a) The rectangular form is
(b) The rectangular form is
(c) The rectangular form is
(3)
\Step 1 :
\Conversion from Polar to rectangular equation :
\ and
.
The expression is , Where,
(a)
\The polar form is
Substitute in the rectangular equation. \ \
(b)
\The polar form is
Substitute in the rectangular equation. \ \
(c)
\The polar form is
Substitute in the rectangular equation. \ \
Find the value of .
Converte in to polar form is
\
Solution :
\ The resulting phasor in polar form is