Sharp EL-W516B

NAME ___________________________________________ DATE________________
COORDINATE CONVERSIONS
A point on a circle can be described with rectangular coordinates
)
,
(
y
x
or
polar coordinates
)
,
(

r
, where
r
is the radius of the circle and

is the
angle counterclockwise for t
he positive x
-
axis.
Before converting, press
and then choose degrees,
radians, or grads. Use your EL
-
W516B to find the corresponding point on
the circle.
1.
While in degrees convert the rectangular coordinates (2,2) to polar
coordinates
)
,
(

r
.
______
__________

r
______
__________


2.
While in radians convert the rectangular coordinates
)
3
,
3
2
(
to polar
coordinates
)
,
(

r
.
______
__________

r
______
__________


3.
While in degrees convert the polar coordinates
)
5
3
,
4
(
to rectangular
coordinates
)
,
(
y
x
.
______
__________

x
______
__________

y
4.
While in degrees convert the polar coordinates (1,1.5
) to rectangular
coordinates
)
,
(
y
x
.
______
__________

x
______
__________

y
5.
While in grads convert the rectangular coordinates
)
1
,
1
(

to polar
coordinates
)
,
(

r
.
______
__________

r
______
__________


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