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Mathematics
Mathematics
Problem
Let
y
=
arcsin
x
y = \arcsin x
y
=
arcsin
x
. a. Express
arccos
x
\arccos x
arccos
x
in terms of
y
y
y
. b. Hence show that
arcsin
x
+
arccos
x
≡
k
\arcsin x + \arccos x \equiv k
arcsin
x
+
arccos
x
≡
k
, where
k
k
k
is a constant to be found.
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