χͺ(1)Μ1D(2)Μπ
f
(
x
)
=
x
2
f
′
(
x
)
=
lim
Δ
x
→
0
(
Δ
x
+
x
)
2
−
x
2
Δ
x
=
lim
Δ
x
→
0
Δ
x
(
2
x
+
Δ
x
)
Δ
x
=
lim
Δ
x
→
0
2
x
+
Δ
x
=
3
x
Λ
ΜβθΜπ
Λ
qg1
Λ
πΰP
Λ
χͺ(1)ΜTOPΦίι