A Random Sample of Oranges Was Selected from an Orchard $20 \%$

A random sample of oranges was selected from an orchard to analyze the oranges' ripeness. Based on the time of year, the orchard owner believes that $20 \%$ of the oranges are ready for picking now, $40 \%$ will be ready in three days, $20 \%$ will be ready in one week, and $20 \%$ will be ready in two weeks. Is there $\text { evidence to reject this hypothesis at }=.05 ?$

$\begin{array}{ccccc}\text { Ripeness of oranges } & \text { Ready } & \text { Ready in } & \text { Ready in } & \text { Ready in two weeks }\end{array}$



$\begin{array}{ccccc}\text { Number of oranges } & 10 & 19 & 14 & 16\end{array}$

A) There is not evidence to reject the claim that the oranges are distributed as claimed because the test value $3.076 < 9.488$
B) There is evidence to reject the claim that the oranges are distributed as claimed because the test value $5.991 > 3.076$
C) There is not evidence to reject the claim that the oranges are distributed as claimed because the test value $3.076 < 7.815$
D) There is evidence to reject the claim that the oranges are distributed as claimed because the test value $9.488 > 3.076$