f (x)
f (x)
0
0
a
a
x
x
x
x
x
x
1
1
2
2
Ejemplos
sen 30°= 0,5
1 1
−1
sen
0,5 = 30°
senh 1 = 1,175201194
2 2
–1
cosh
1 = 0
3 3
/2 radianes = 90°, 50 grados = 45°
Calcular
4 4
(SETUP)
5 5
log
1000 = log 1000 = 3
10
log
16 = 4
2
Calcular ln 90 (= log
6 6
(Sci 3)
(SETUP)
1,2
10
7 7
2+2
(1+1)
2
3
(5
)
= 15625
5
= 2
32
Calcular ' 2 × 3 (= 3 ' 2 = 4,242640687...) con tres decimales (Fix 3)
(SETUP)
e
x
8 8
ln(
) = 1
1
Obtener la derivada en el punto
9 9
x
x
x
x
b
b
3
3
4
4
( )
2
e
5
2 presentando tres dígitos significativos (Sci 3)
(Sci)
90) presentando tres dígitos significativos
e
(Sci)
3
= 1200
= 16
(Fix)
(X)
1
b
b
f(x)dx =
f(x)dx =
a
a
b
b
+
+
f(x)dx
f(x)dx
x
x
4
4
(sin
(sinh) 1
(cosh
(DRG )
50
(DRG )
( ) 5
( ) 5
2
1,2
1
1
5
(
5
(
1
(X)
(,)
x
= /2 de la función
S-17
x
x
1
1
f(x)dx +
f(x)dx +
a
a
30
−1
) 0.5
−1
) 1
r
(
)
g
(
)
2
2
1000
(,) 16
2
16
90
10
3
2
2
3
x
(
)
) 5
32
) 32
2
3
2
3
e
(
)
(,)
e
(
)
x
x
2
2
f(x)dx + .....
f(x)dx + .....
x
x
1
1
0.5
30
1.175201194
0
90
45
2.97×10
2.97×10
3
4
4
4.50×10
1200
16
15625
2
2
3 ' 2
4.243
4.243
1
1
y
x
= sen(
)
2
2
0