Final answer:
The total amount Varia needs to pay for a 4-year program is $14,000, which is calculated by multiplying the annual cost of $3,500 by four.
Step-by-step explanation:
The correct answer is option a) $14,000. To calculate the total amount Varia needs to pay for her 4-year program, you multiply the annual cost by the number of years in the program. Since the annual cost is $3,500 and the program lasts for four years, the calculation would be:
$3,500 × 4 years = $14,000.
Therefore, Varia will need to pay a total of $14,000 over the course of her 4-year study program. This straightforward multiplication is a basic concept in arithmetic, which is a branch of mathematics. It reflects how expenses can accumulate over time, reinforcing the importance of budgeting for education, which, as seen in various data points, is becoming increasingly expensive over the years.
To find the total amount Varia needs to pay for a 4-year program, we need to multiply the annual cost by the number of years. In this case, Varia needs to pay $3500 per year for 4 years.
To calculate the total amount, we multiply the annual cost ($3500) by the number of years (4):
$3500 * 4 = $14,000
Therefore, the total amount Varia needs to pay for a 4-year program is $14,000.