Find x (using three type of standard normal table) if (i) P {Z > x} = 0.05 (ii) P {Z > x} = 0.95 (iii) P {Z x}=0.9 (viii) P {|Z| > x}=0.8

For the given probability find the value of x. i) Given: P (Z > x)= 0.05 It can be written as follows:

Resuelto Find x (using three type of standard normal table)

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Pregunta: Find x (using three type of standard normal table) if (i) P {Z > x} = 0.05 (ii) P {Z > x} = 0.95 (iii) P {Z < x} = 0.66 (iv) P {Z < x} = 0.40 (v) P {|Z| < x} = 0.99 (vi) P {|Z| < x}=0.1 (vii) P {|Z| > x}=0.9 (viii) P {|Z| > x}=0.8
Find x (using three type of standard normal table) if
(i) P {Z > x} = 0.05 (ii) P {Z > x} = 0.95 (iii) P {Z < x} = 0.66 (iv) P {Z < x} = 0.40
(v) P {|Z| < x} = 0.99 (vi) P {|Z| < x}=0.1 (vii) P {|Z| > x}=0.9 (viii) P {|Z| > x}=0.8
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Solución
Paso 1
For the given probability find the value of x.

i) Given: $P (Z > x) = 0.05$
It can be written as follows:
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Paso 2
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Paso 3
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