imc

She first sells one-half of her $48$ loaves, or $\frac{48}{2}=24$ loaves. Each loaf sells for $\text{textdollar}2.50$, so her total earnings in the morning is equal to $$24\cdot \text{textdollar}2.50=\text{textdollar}60$$ This leaves 24 loaves left, and Bridget will sell $\frac{2}{3}\times 24=16$ of them for a price of $\text{textdollar}\frac{2.50}{2}=\text{textdollar}1.25$. Thus, her total earnings for the afternoon is $$16\cdot \text{textdollar}1.25=\text{textdollar}20$$ Finally, Bridget will sell the remaining $24-16=8$ loaves for a dollar each. This is a total of $\text{textdollar}1\cdot 8=\text{textdollar}8$ The total amount of money she makes is equal to $60+20+8=\text{textdollar}88$. However, since Bridget spends $\text{textdollar}0.75$ making each loaf of bread, the total cost to make the bread is equal to $\text{textdollar}0.75\cdot 48=\text{textdollar}36$. Her total profit is the amount of money she spent subtracted from the amount of money she made, which is $$88-36=52⟹\boxed{52}$$