Sharp EL9900C EL-9900C - Page 254
tions excluding 2nd
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Appendix F_unction x n ≠ 0 Calculation range n > 1 sx |Σx| < 1 × 1050 0 ≤ Σx2 - (Σx)2 n < 1 × 10100 n - 1 n > 0 |Σx| < 1 × 1050 σx 0 ≤ Σx2 - (Σx)2 n < 1 × 10100 n n > 0 |Σx| < 1 × 1050 |Σy| < 1 × 1050 r 0 < (Σx2 - (Σx)2 n ) (Σy2 - (Σy)2 n ) 0 |Σx| < 1 × 1050 |(Σx) (Σy)| < 1 × 10100 b 0 < |Σx2 - (Σx)2 n | < 1 × 10100 |Σxy - ΣxΣy n | < 1 × 10100 < 1 × 10100 _ |bx| < 1 × 10100 a _ _ |y - bx| < 1 × 10100 |bx| < 1 × 10100 y' |a + bx| < 1 × 10100 |y - a| < 1 × 10100 x' |y - b a| < 1 × 10100 244 Notes _ Same for y, sy and σy Regression calculations excluding 2nd, 3rd, and 4th degree polynomials. Same as above. Same as b for other.
244
Appendix
Function
Calculation range
Notes
x
_
sx
σ
x
r
b
a
y’
x’
Same for y
_
, sy and
σ
y
Regression calcula-
tions excluding 2nd,
3rd, and 4th degree
polynomials.
Same as above.
Same as b for other.
n
≠
0
n > 1
|
Σ
x| < 1
×
10
50
0
≤
(
Σ
x)
2
n
Σ
x
2
–
n
–
1
< 1
×
10
100
n > 0
|
Σ
x| < 1
×
10
50
0
≤
(
Σ
x)
2
n
Σ
x
2
–
n
< 1
×
10
100
n > 0
|
Σ
x| < 1
×
10
50
|
Σ
y| < 1
×
10
50
0 < (
Σ
x
2
–
(
Σ
x)
2
n
) (
Σ
y
2
–
(
Σ
y)
2
n
) <1
×
10
100
|
Σ
xy
–
Σ
x
Σ
y
n
| < 1
×
10
100
< 1
×
10
100
n > 0
|
Σ
x| < 1
×
10
50
|(
Σ
x) (
Σ
y)| < 1
×
10
100
0 < |
Σ
x
2
–
(
Σ
x)
2
n
| < 1
×
10
100
|
Σ
xy
–
Σ
x
Σ
y
n
| < 1
×
10
100
< 1
×
10
100
|bx
_
| < 1
×
10
100
|y
_
–
bx
_
| < 1
×
10
100
|bx| < 1
×
10
100
|a
+
bx| < 1
×
10
100
|y
–
a| < 1
×
10
100
|
y
–
a
b
| < 1
×
10
100