eric wants to attend a public four - year university. he estimates that the average cost of one year at this…

eric wants to attend a public four - year university. he estimates that the average cost of one year at this university is $19,500. he can save at most $325 a month. without factoring in interest, grants, or scholarships, what is the minimum number of months he needs to save in order to be able to pay for one year of college?\n60\n62\n65\n67

eric wants to attend a public four - year university. he estimates that the average cost of one year at this university is $19,500. he can save at most $325 a month. without factoring in interest, grants, or scholarships, what is the minimum number of months he needs to save in order to be able to pay for one year of college?\n60\n62\n65\n67

Answer

Explanation:

Step1: Set up the inequality

Let (n) be the number of months. The total amount saved after (n) months is (325n). We want to find (n) such that (325n\geq19500).

Step2: Solve the inequality for (n)

Divide both sides of the inequality (325n\geq19500) by (325). So, (n\geq\frac{19500}{325}). Calculate (\frac{19500}{325}=\frac{19500\div25}{325\div25}=\frac{780}{13} = 60). But since we are dealing with saving money (whole - number of months) and if (n = 60), (325\times60=19500).

Answer:

60