Casio FC-200V User Guide - Page 126

Comments for Other Types of Regression

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Example 13: y = 3 → m1 = ? STAT 317(S-MENU)7(Reg) 4(m1)E y = 3 → m2 = ? STAT 317(S-MENU)7(Reg) 5(m2)E x = 2 → n = ? STAT 217(S-MENU)7(Reg) 6(n)E A Comments for Other Types of Regression For details about the calculation formula of the command included in each regression type, refer to the indicated calculation formulas. Statistical Calculation Type Model Equation Logarithmic Regression (ln X) y = A + Bln X e Exponential Regression (e^X) y = AeBX ab Exponential Regression (A•B^X) y = ABX Power Regression (A•X^B) y = AXB Inverse Regression (1/X) y = A + B X E-124

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E-124
Example 13:
y
= 3
→
m
1
= ?
3
17
(S-MENU)
7
(Reg)
STAT
4
(
m
1
)
E
y
= 3
→
m
2
= ?
3
17
(S-MENU)
7
(Reg)
STAT
5
(
m
2
)
E
x
= 2
→
n
= ?
2
17
(S-MENU)
7
(Reg)
STAT
6
(
n
)
E
A
Comments for Other Types of Regression
For details about the calculation formula of the command
included in each regression type, refer to the indicated
calculation formulas.
Statistical Calculation Type
Model Equation
Logarithmic Regression (ln X)
y
=
A
+
B
ln
X
e
Exponential Regression (
e
^X)
y
=
Ae
BX
ab
Exponential Regression
y
=
AB
X
(A•B^X)
Power Regression (A•X^B)
y
=
AX
B
Inverse Regression (1/X)
y
=
A
+
X
B