Question

8 fill in the blank 10 points
when playing the card game cribbage, the highest possible score for a single hand is 29 points. use the dropdown below to complete an inequality representing the possible number of points, $p$, for a single hand in cribbage.
choose your answer... $\boldsymbol{wedge}$ 29
choose your answer..
9
the winner is the person who has a total card value closest to 21 without going over. players can only receive whole number scores.
an example of a total card value that jax could have that would allow him to win. type the number only!

Explanation:

Step1: Define valid score range

A Cribbage hand score $\mu$ must be a non-negative whole number, and the maximum possible score is 29. So the score is greater than or equal to 0, and less than or equal to 29.

Step2: Write the inequality

$\mu$ satisfies $0 \leq \mu \leq 29$

Answer:

$0 \leq \mu \leq 29$