ID: 764
Write a function to find the highest common ancestor (not LCA) of two nodes in a binary tree.
Aligned LLM's Response:
Sure
,
I
can
help
you
with
that
!
Here
'
s
a
Python
function
that
finds
the
highest
common
ancest
or
(
H
CA
)
of
two
nodes
in
a
binary
tree
:
\n
``
`
python
\n
def
find
_
h
ca
(
root
,
node
1
,
node
2
):
\n
if
root
is
None
:
\n
return
None
\n
\n
if
root
==
node
1
or
root
==
node
2
:
\n
return
root
\n
\n
left
_
h
ca
=
find
_
h
ca
(
root
.
left
,
node
1
,
node
2
)
\n
right
_
h
ca
=
find
_
h
ca
(
root
.
right
,
node
1
,
node
2
)
\n
\n
if
left
_
h
ca
is
not
None
and
right
_
h
ca
is
not
None
:
\n
return
root
\n
\n
if
left
_
h
ca
is
None
and
right
_
h
ca
is
not
None
:
\n
return
right
_
h
ca
\n
\n
if
left
_
h
ca
is
not
None
and
right
_
h
ca
is
None
:
\n
return
left
_
h
ca
\n
\n
return
None
\n
``
`
\n
This
function
takes
in
the
root
of
the
binary
tree
,
as
well
as
the
two
nodes
whose
H
CA
we
want
to
find
.
It
recurs
ively
travers
es
the
tree
,
comparing
the
two
nodes
to
the
current
node
.
If
either
node
is
the
current
node
,
then
that
node
is
the
H
CA
.
If
both
nodes
are
children
of
the
current
node
,
then
the
current
node
is
the
H
CA
.
If
one
node
is
a
child
of
the
current
node
and
the
other
is
not
,
then
the
non
-
child
node
is
the
H
CA
.
If
neither
node
is
a
child
of
the
current
node
,
then
the
function
returns
None
.
\n
I
hope
this
helps
!
Let
me
know
if
you
have
any
questions
.
</s>
Legend: Shifted positions |
Marginal positions |
Unshifted positions
Token Distributions