You have an ordinary six-sided die, but you suspect it may be loaded. If the die is fair, then the probability of rolling a 6 equals 1/6. Let IT = the probability of rolling a 6. To estimate IT to within 0.01 at the 95% confidence level, you need a sample size of O 1389 O 5996 O 75 O 5556 The SD for p is Vat(1 - ) . What values of TT give a value of 0 for the SE? O When TI=1/2 or TI=1 O When TI=0 or TT=1 O When TI=1/4 or TI=0 O When TI=0 or TI=1/2 Compute the value of Tr(1 - TT) for values of IT = 0, 1/4, 1/2, 3/4, 1. What value of IT gives the larges possible value for SD (p^)