Question $2$: Create a program that calculates the amount of time and fuel to fly a specified distance. $(20$ pts$.)$

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Aircraft Fuel Calculator

Distance in nautical miles: $180$

Flight time: $1$ hour$($s$)$ and $30$ minute$($s$)$

Required fuel: $16\mathrm{.}8$ gallons

Continue? $($y$/$n$)$: y

Distance in nautical miles: $121$

Flight time: $1$ hour$($s$)$ and $0$ minute$($s$)$

Required fuel: $12\mathrm{.}7$ gallons

Continue? $($y$/$n$)$: n

Bye!

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$(2$a$)$ Assume that an aircraft can fly $120$ nautical miles $($knots$)$ per hour. Assume that an aircraft burns $8\mathrm{.}4$ gallons of gas per hour. Create two variables to represent these two constant values. $(2$ pts$.)$

$(2$b$)$ For safety, add a half hour to the flight time when calculating the amount of required fuel. $(2$ pts$.)$

$(2$c$)$ Round the amount of required fuel to $1$ decimal place. $(2$ pts$.)$

$(2$d$)$ Create a loop structure. The program should continue only if the user enters $"\backslash ($ y $\backslash )"$ or $"\backslash ($ Y $\backslash )"$ to continue. $(4$ pts$.)$

$(2$e$)$ Display the messages shown in the screenshot. Use f$-$string to format the output of Flight time and Required fuel. $(10$ pts$.)$

$-$ Assume the user will enter valid data.