Find the least common multiple of \( 15 c \) and \( 12 c^{3} \).

Graph the function and determine the domain and range (answer in interval notation). \( f(x)=\frac{4}{3} x+4 \)

(10) Which of the answer choices shown represents the situation below? Amelia has run 8 miles so far this year, and will run 85 more miles each month. How many miles will Amelia run total after \( x \) months?

Convert \( 5^{x}=25 \) into a logarithm. \( 5 \log (x)=25 \) \( x \log (5)=25 \) \( \log _{5}(25)=x \) \( \log _{x}(5)=25 \)

\( \begin{array}{l}\text { Convert } \log _{3}(x)=2 \\ \text { into an exponent. }\end{array} \) x² \( =2 \) \( 3^{2}=x \) - \( x^{2}=3 \) \( 2^{x}=3 \)

Rewrite using a single positive exponent. \( \frac{8^{5}}{8} \)