\(\cfrac{1}{2} = \cfrac{2}{5}\text{z}\)

\(-\cfrac{3}{4}\text{t} = 5\)

\(-\cfrac{2}{9}\text{g} = -\cfrac{7}{9}\)

\(0.6\text{w} = 0.48\)

\(-226.8 = 21.6\text{y}\)

\(-30 = 1.25\text{c}\)

\(1\cfrac{1}{2}\text{x} = 9\cfrac{9}{20}\)

\(-12\cfrac{2}{3} = -1\cfrac{1}{9}\text{y}\)

\(1\cfrac{5}{7} = 1\cfrac{13}{14}\text{a}\)

One third of the bagels in a bakery are sesame bagels. There are 72 sesame bagels. Define a variable. Then write and solve an equation to find how many bagels there were in the bakery.

Find the Error Sarah is solving the equation \(-\cfrac{7}{8}\text{x} = 24\). Circle her mistake and correct it.