Ite Inequalities to represent the situations below. To be ellglble for financlal ald, a student must earn less than \( \$ \mathbf{3 0 , 0 0 0} \) per year. Use \( s \) to represent the yearly earnings (in dollars) of a student eligible for financial aid. \( \square \) The cargo of the truck welghs no more than \( \mathbf{2 , 7 0 0} \) pounds. Use \( \mathbf{w} \) to represent the weight (in pounds) of the cargo. \( \square \)

Let's represent the situations with inequalities as requested. 1. For the financial aid eligibility: - The condition states that a student must earn less than \( \$30,000 \) per year. We can express this as: \[ s < 30000 \] where \( s \) represents the yearly earnings of a student eligible for financial aid. 2. For the weight of the cargo: - The condition states that the cargo of the truck weighs no more than \( 2,700 \) pounds. This can be expressed as: \[ w \leq 2700 \] where \( w \) represents the weight of the cargo in pounds. Thus, the inequalities are: - \( s < 30000 \) - \( w \leq 2700 \)