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@ G ; X m 4 r
−
+
4
3
2
d
x
x
x
(
0.5
6
)
⎯
& 0.5 ; X @ 1
dx
+ 6 ; X A
(
x
= 2
r 2 =
x
d
= 0.00002
l l N 3
x
(
= 3
H 0.001 =
x
d
= 0.001
o
@ G ; X m 4
& 0.5 ; X @ 1
+ 6 ; X A H 2
) =
l l N 3
H 0.001 =
I
8
j @ I 1 r 5 r
5
+
∑
x
(
2)
; X + 2
x
= 1
n =
=
1
n =
l l H 2 =
2
o
j @ I ; X + 2
H 1 H 5 ) =
l l H 2 =
]
9
j 90 @ ]
90° → [rad]
@ ]
→ [g]
@ ]
→ [°]
−
@ w 0.8 =
1
sin
0.8 = [°]
→ [rad]
@ ]
@ ]
→ [g]
@ ]
→ [°]
; t x m M < [ ] T
10
X I J K L
×
8
2
M
⇒
÷
=
24
(8 × 2)
=
(8 × 2) × 5
0
⇒
M
×
$150
3
M
⇒
1
+
+
) $250: M
250
⇒
M
1
2
−
× 5%
) M
2
–
=
M
=
$1
¥110 (110
Y)
⇒
=
¥26,510
$?
=
$2,750
¥?
=
r
3 cm (r
Y)
⇒
π
=
2
r
?
24
2
⎯
⎯
=
2
5 ...(A)
+
4
6
×
+
÷
=
3
(A)
60
(A)
π
2
r
⇒
F1
=
r
3 cm (r
Y)
⇒
4
=
V
?
3
−
1
sinh
D1
⇒
−
=
1
sinh
0.5
130.5000029
130.5000029
53.13010235
0.927295218
59.03344706
53.13010235
j 8 k 2 x M
24 z ; M =
; M k 5 =
j x M
150 k 3 m
250 m
t M k 5 @ a
@ M
t M
110 x Y
26510 z ; Y
=
2750 k ; Y
=
3 x Y
@ s ; Y
A =
28.27433388
U
24 z ( 4 + 6
) =
3 k ; < + 60
z ; < =
@ s ; Y A
x [
3 x Y
t [ k 4
z 3 = U
37 . 69911184
x I @ > v
I 0.5 =
0 . 481211825
11
+
=
6
4
ANS
+
=
ANS
5
50.
×
=
8
2
ANS
=
2
ANS
+
=
44
37
50.
=
ANS
W k
12
1
4
⎯ + ⎯ =
3
2
3
25.
15.
o
25.
15.
2
⎯
=
1
10
3
⎯
J
2
7
(
)
5
⎯
=
100.
5
90.
o
1
⎯
=
3
8
64
⎯
=
225
3
2
⎯
=
4
3
o
1.2
⎯
=
2.3
16.
1°2'3"
⎯
=
1
2
⎯
1
2
×
3
1
10
⎯
=
×
3
2
10
80.
7
A
⇒
0.
4
=
⎯
450.
A
2
⎯
+
250.
1.25
5
35.
665.
110.
o
241.
302 ' 500.
3.
m
m
* 4
5
6 =
2
⎯
2
5
1
⎯
32
5
F1
j
3.
j 6 + 4 =
+ 5 =
8 k 2 =
A =
44 + 37 =
ANS
@ * =
j 3 @ k 1 d 2
r + W 4 d 3 =
U
U
3 W 1 W 2
+ 4 W 3 =
U
U
@ Y 2 W 3 = 4.641588834
7 W 5 r m 5 =
7 W 5 m 5 =
@ q 1 W 8 =
@ * 64 W 225 =
2 @ 1 W 3 m 4 =
2 @ 1 W ( 3 m 4
) =
1.2 W 2.3 =
1 [ 2 [ 3 W 2 =
1 ` 3 W 2 ` 3 =
j 7 x A
4 W ; A =
=
1.25 + 2 W 5 =
U
U
1.25 + 2 W 5 =
U
U
5
⎯
4
6
10.
15.
16.
256.
81.
9.
5
⎯
4
6
29
⎯
6
4.833333333
*
4 m 5 m 6
29 m 6
4.833333333
16807
⎯
3125
16807 m 3125
1
⎯
2
8
⎯
15
8
⎯
81
8 m 81
12
⎯
23
0(31 q 1.5 "
1
⎯
2
7.
4
⎯
7
13
⎯
1
20
33
⎯
20
1 . 65
1 . 65
1 m 13 m 20
33 m 20
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