I Conduct an Experiment to Get an Estimate of a Parameter

Multiple Choice

I conduct an experiment to get an estimate of a parameter, $p$ . My estimate is $\hat{p}=6$ . Suppose I choose $\alpha=.05$ and conduct the following test: $H_{o}: \hat{p}=4 ; H_{1}: \hat{p} \neq 4$ . I fail to reject $H_{o}$ . What can I conclude?

A) The probability of observing a 6 , when $p=4$ , is greater than .05 .
B) The probability of observing 6 or less, when $p=4$ , is greater than .05 .
C) The true value of the parameter is $p=6$ .
D) The probability of observing 6 or more, when $p=4$ , is less than .05 .