A friend gives a neighbor \( 13 \frac{2}{3} \) feet of twine from a brand new spool, leaving 38 feet of twine on the spool. How many total feet of twine were originally on the spool?

2. Ila-Mae loses her customer service job. Her pay was \( \$ 120 \) per week. She likes to write, so she enters a writing competition. The entry fee is \( \$ 20 \). The prize for a short piece of fiction is \( \$ 2,000 \). She takes eight weeks to write a piece of short fiction, and wins. How does her weekly rate as a writer compare to her previous pay rate?

Arrange the following in decending order. \( 0.78, \frac{4}{5} \) 0.5

Reed buys a phone card for \( \$ 25 \) to make job application calls. Card calls cost 7 cents per minute within the area and 10 cents per minute outside the area. Reed makes two hours of calls within the area and one hour of calls outside the area. The rest of his calls are outside the area. How many minutes does he have left on his card for outside calls? swer:

4. Kacie goes to a local job fair. The fair lasts three days, eight hours a day. There are 84 one- hour information sessions that run, back-to-back, from 10 a.m. until 5 p.m. each day. (The last session each day starts at 4 p.m.) How many choices does Kacie have at any one time during the job fair?

II Work out (Show each sicis learly) 6. In an arithmetic sequence, if the \( p^{t h} \) term is \( q \) and the \( q^{t h} \) term is \( p \), find the \( (p+q)^{\text {th }} \) term.