J
joshinupur2000
Member
Hi John,
could you explain to me the exact procedure for drawing a box plot. it's not clear to me.
for example in assignment X1-Q-X1.8.
In assignment X2-Q-X2.14-(iii)- how did they get the last step- sample mean follows chi-square with 20df?
In assignment X3-Q-X3.8-(iii)- i didn't understand the equations they've written to get the accurate confidence interval.
In assignment X4-Q-X4.9-(i)- what is alpha? why do we look under 0.05% in the chi-square tables?
and in the solution of (ii), how do get the numbers 910.5,992.0,89.5,8.010?
how do you get the observed frequencies 904,998,91,7?
in a t-test we know that if t-calculated>t-tabulated then we reject H0.
and if t-calculated<t-tabulated then we accept H0.
can we write this when we draw our conclusion? I'm asking because i haven't seen this been used.
could you explain to me the exact procedure for drawing a box plot. it's not clear to me.
for example in assignment X1-Q-X1.8.
In assignment X2-Q-X2.14-(iii)- how did they get the last step- sample mean follows chi-square with 20df?
In assignment X3-Q-X3.8-(iii)- i didn't understand the equations they've written to get the accurate confidence interval.
In assignment X4-Q-X4.9-(i)- what is alpha? why do we look under 0.05% in the chi-square tables?
and in the solution of (ii), how do get the numbers 910.5,992.0,89.5,8.010?
how do you get the observed frequencies 904,998,91,7?
in a t-test we know that if t-calculated>t-tabulated then we reject H0.
and if t-calculated<t-tabulated then we accept H0.
can we write this when we draw our conclusion? I'm asking because i haven't seen this been used.