$2$ Converting Seconds to Days:Hours:Minutes:Seconds

A day has $86,400$ seconds $(246060).$ Given a number of seconds in the range of $0$ to $1,000,000$ seconds, your program should print the time as days, hours, minutes, and seconds for a $24$ hour clock. For example, $70,000$ seconds is $0$ days, $19$ hours, $26$ minutes, and $40$ seconds. Your program should accept user input for the number of seconds to convert and then use that number in your calculations. Format your output as follows:

The time is $W$ days, $x$ hours, $Y$ minutes, and $Z$ seconds.

Problem $2.$a$.$ Explicitly list the variables you will need and their data types. seconds to miny: scoond hour in day: hour to$-$day$/$

Problem $2.$b$.$ What arithmetic operators will be most useful for this problem? $1$ Division

$\%$ Modulus

Problem $2.$c$.$ Write out the steps you would use to solve this problem by hand as pseudocode. in put seands $\%$ second$\_$in ou

input second$/$se cond. to$.$ min, min$\_$to$.$ bouf $\%$ hour$\_$ta$\_$day infut second$/$secord$\_$to $\_$ming$/$minto hourt how to to doei, infut $=$ duy $-$ hour $-$ min $-$ sec $-$

Problem $2.$d$.$ Pick a random number between $0$ and $1,000,000$ for a sample run. Follow the steps you wrote from part $c$ for this number to find your end result, and verify it$.643,\frac{000}{60}$Ninl$\frac{10716}{60}$ minto how suce $10$

su $39,6$

$1781247$

$0\mathrm{.}611-$retern

$2199,616036,\frac{66}{60}$

$34$

$36$

$7D\mathrm{.}10Hr\mathrm{.}36$min$40s$

Problem $2.$e$.$ Translate your pseudocode into a $c++$ program to solve the above code.