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The National Sleep Foundation recommends that teens should get $8.5$ to $9.25\text{ hours}$ of sleep each night, but do they? Boris believes that fewer than $15\%$ of students in his high school would say that they get enough sleep.

He conducts a survey by randomly selecting students at school and asking them if they get enough sleep. Completing a one-sided $z$-test for proportions, he calculates his $p$-value to be $0.93$.

Using the same data, what would the $p$-value be for a two-sided test?

A

$0.05$

B

$0.07$

C

$0.14$

D

$0.43$

E

$0.86$

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