Final answer:
The total cost to operate the aircraft for 6.7 hours is calculated by multiplying the cost per hour ($2897) by the number of hours (6.7), resulting in a total cost of $19,430.90.
Step-by-step explanation:
The algebraic expression 2897t represents the total cost to operate the aircraft for t hours, where t is the number of hours. To find the total cost to operate the aircraft for 6.7 hours, we substitute 6.7 for t in the expression.
So, we have:
Total cost = 2897 × 6.7
= $19,395.90
Therefore, the total cost to operate the aircraft for 6.7 hours is $19,395.90.
To find the total cost to operate the aircraft for 6.7 hours, you use the given algebraic expression 2897t, where t represents the time in hours. Multiplying the cost to operate the aircraft per hour by the number of hours gives:
Total Cost = 2897 dollars/hour * 6.7 hours = 19430.9 dollars.
Therefore, the total cost to operate the aircraft for 6.7 hours is $19,430.90.