Brett has \(\frac{5}{6}\) of his weekly allowance left to spend. He has budgeted \(\frac{1}{8}\) of his allowance to save for a new video game. How much of his weekly allowance will he have left after putting the savings away.
Felicia needs 1 cup of flour. She only has a \(\frac{2}{3}\) cup measure and a \(\frac{3}{4}\) cup measure. Which method will bring her closest to having the amount of flour she needs?
\(\text{Fill the }\large \frac{2}{3}\normalsize\text{ -cup measure twice.}\)
\(\text{Fill the }\large\frac{3}{4}\normalsize\text{ -cup measure twice.}\)
\(\text{Fill the }\large\frac{2}{3}\normalsize \text{ -cup measure once}\).
\(\text{Fill the }\large\frac{3}{4}\normalsize \text{ -cup measure once}\).