Step 1 :
\In
,
and
.
Sum of the angles of a triangle is
.

Step 2 :
\Law of sines :
Consider
.
\
Substitute
, and
in above expression.

step 3 :
\Consider
.
\
Substitute corresponding values in above equation.
\
Solution:
\
,
, and
.
7).
\Step 1 :
\In
,
.
Law of cosines for
:
.
Substitute the values
in above equation.
Step 2 :
\Law of cosines for
:
.
Substitute corresponding values.
\
.
Step 3:
\Sum of the angles of a traingle is
.


Solution:
\
,
and
.
8).
\Step 1 :
\In
,
and
.
Sum of the angles of a triangle is
.

Step 2 :
\Law of sines :
Consider
.
\
Substitute
, and
in above expression.

step 3 :
\Consider
.
\
Substitute corresponding values in above equation.
\
Solution:
\
,
, and
.