Haileighj02
Answered

Clara earns at least $36.75 but not more than $98 working. She earns $12.25 per hour. The number of hours it takes Clara to earn p dollars is modeled by a function.

t(p)=p/12.25

What is the practical range of the function?

All multiples of 12.25 between 36.75 and 98, inclusive.

All real numbers from 3 to 8, inclusive.

All real numbers.

All real numbers from 36.75 to 98, inclusive.

Verified Answer :

\(36.75 \leq p \leq 98\)
\(t(p)= \frac{p}{12.25} \\t(36.75)= \frac{36.75}{12.25} =3 \\t(98)= \frac{98}{12.25} =8 \\3 \leq t(p) \leq 8\)
All real numbers from 3 to 8, inclusive.

Answer:

All real numbers from 3 to 8, inclusive.

Step-by-step explanation:

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