Asked by Jessica
                Find z so that 5% of the area under the standard normal curve lies to the right of z.
the answer according to the book is 1.645, anyone got any ideas on how to get this?
            
        the answer according to the book is 1.645, anyone got any ideas on how to get this?
Answers
                    Answered by
            Reiny
            
    I assume you have either a chart for the normal distribution values, some kind of software, or you can use the internet.
Since you want 5% to lie to the right of the z score, then 95% would lie to the left of the z score.
Find .95 in the body of the table and it should be in around 1.645
My favourite is the following webpage, it replaces your old tables from your old textbooks
http://davidmlane.com/normal.html
choose button : Value from an area
In Area: enter .95
click on "below" and "recalculate"
you should see 1.645
btw, enter .05 in area, then click on "above", then "recalculate"
how about that?
    
Since you want 5% to lie to the right of the z score, then 95% would lie to the left of the z score.
Find .95 in the body of the table and it should be in around 1.645
My favourite is the following webpage, it replaces your old tables from your old textbooks
http://davidmlane.com/normal.html
choose button : Value from an area
In Area: enter .95
click on "below" and "recalculate"
you should see 1.645
btw, enter .05 in area, then click on "above", then "recalculate"
how about that?
                    Answered by
            Jessica
            
    ok that makes sense, thanks.
    
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