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Prove the identities
(
sin
u
−
1
)
2
+
(
cos
u
+
1
)
2
=
3
−
2
(
sin
u
−
cos
u
)
(
sin
t
+
cos
t
−
1
)
(
sin
t
+
cos
t
+
1
)
=
2
sin
t
cos
t
k
+
(
k
2
+
1
)
sin
x
cos
x
=
(
k
cos
x
+
sin
x
)
(
k
sin
x
+
cos
x
)