Chapter $11$ Arrival Time Estimator

Create a program that calculates the estimated duration of a trip in hours and minutes. This should include an estimated date$/$time of departure and an estimated date$/$time of arrival. Display the output with the format shown below.

Console

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Arrival Time Estimator

Enter date of departure $($YYYY$-$MM$-$DD$)$: $2020-11-23$

Enter time of departure $($HH:MM AM$/$PM$)$: $10$:$30$ PM

Enter miles: $480$

Enter miles per hour: $75$

Estimated travel time

Hours: $6$

Minutes: $24$

Estimated date of arrival: $2020-11-24$

Estimated time of arrival: $04$:$54$ AM

Continue? $(\}\backslash$textrm$\{$y$\}/\backslash$textrm$\{$n$\})$:$\backslash$textrm$\{$y

Enter date of departure $($YYYY$-$MM$-$DD$)$: $2020-12-01$

Enter time of departure $($HH:MM AM$/$PM$)$: $11$:$00$ MM

Enter miles: $500$

Enter miles per hour: $80$

Estimated travel time

Hours: $6$

Minutes: $15$

Estimated date of arrival: $2020-12-01$

Estimated time of arrival: $05$:$15$ PM

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

Bye!

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Specifications

$-$ For the date$/$time of departure and arrival, the program should use the YYYY$-$MM$-$ DD format for dates and the HH:MM AM$/$PM format for times.

$-$ Create a single data$/$time string variable based on the two input variables. Use this combined string variable to create a departure date$-$time object that will be used to determine the estimated arrival date and time.

$-$ For the miles and miles per hour, the program should only accept integer entries, such as $200$ for miles or $65$ for mph $.$

$-$ Calculate the hours travelled based on the integer division of miles divided by mph$.$ The minutes are based on the remainder of miles divided by mph$.$ The remainder must then be converted to minutes based on the mph $.$ Use the hours and minutes to create a time delta object.