P(t): Probability below a
given point x
Q(t): Probability below a
given point x and above
the mean
R(t): Probability above a
given point x
Example: Calculate the probability distribution P(t) for the sample
data: 20, 43, 26, 46, 20, 43, when x = 26. ......
Equation Calculations
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Equation Item
[1] 2 unknow EQN
[2] 3 unknow EQN
[3] 4 unknow EQN
[4] Quad EQN
[5] Cubic EQN
[6] Quartic EQN
P(t)=
Q ( t ) = 0.5 – R ( t ),
R ( t ) = 1 – P ( t ),
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Simultaneous Linear Equations with two unknowns
Simultaneous Linear Equations with three unknowns
Simultaneous Linear Equations with four unknowns
Quadratic Equation, degree 2 equation
Cubic Equation, degree 3 equation
Quartic Equation, degree 4 equation
27
1 t – u
1
2
– (
)
e
dt ,
2
2
]
Description
P(t)
Q(t)
R(t)
EX #47
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