$$\text { If } \hat { p } \text { is equal to } 0.88 \text {, then } \hat { q } \text { is equal to }$$________
A) 0.88
B) 0.50
C) 0.12
D) 0.45

Question

Quizplus · Accepted Answer

In a probability context, $\hat{p}$ represents the estimated probability of success, and $\hat{q}$ represents the estimated probability of failure. Since probabilities of success and failure must sum to 1, $\hat{q} = 1 - \hat{p}$. Therefore, if $\hat{p} = 0.88$, then $\hat{q} = 1 - 0.88 = 0.12$.

If p^ is equal to 0.88, then q^ is equal to \text { If } \hat { p } \text { is equal to } 0.88 \text {, then } \hat { q } \text { is equal to } If p^​ is equal to 0.88, then q^​ is equal to

$\text { If } \hat { p } \text { is equal to } 0.88 \text {, then } \hat { q } \text { is equal to }$