$-$ Print $$hello$$ in a while loop.

$-$ Ask user if they want to quit $($handle both upper$-$case and lower$-$case Y$/$N y$/$n$).$

$-$ Print $$Goodbye$$ at end of program.

Starter Code:

while True

print$("$Hello$!")$

quit $=$ input$("$Want to quit? Enter Y or N: $")$

if quit $=="$Y$"$

break

print$(\text{'}$Goodbye$!\text{'})$

Problem #$2$ Requirements:

$-$ Simulate rolling a $6-$sided die. Print number that was rolled $(1,2,3,4,5,$ or $6)$

$-$ Do this in a loop.

$-$ Ask user if want to roll again $($Y or N$).$ Handle both upper case $/$ lower case.

$-$ Print $$Goodbye$$ at end of program.

Starter Code:

roll $=$ random.randint$(0,6$

while True

print$("$You rolled $...",$ roll$)$

roll$\_$again $=$ input$("$Want to roll again? $")$

if roll$\_$again $=="$Y

break

print$($Goodbye$!)$

Problem #$3$ Requirements:

$-$ Simulate rolling a $6-$sided die. This time do not ask the user if they want to roll

again. Instead, simply roll the die $600$ times. This is best done by using a for

loop with the range function to loop $600$ times. Do not print the result of each

roll. Instead, keep a count of how many times each side was rolled.

$-$ After looping $600$ times, print how many times each side was rolled, along with

a percentage. See sample output below.

$-($Rolling $600$ is a good number because we can expect each side to be rolled

somewhere close to $100$ times$)$

$-$ Print $$Goodbye$$ at end of program.

$-$ See sample output below.

$<$ No starter code given. Write this from scratch$>$

Sample output:

Num of times $1$ was rolled $92$

Percentage is $0\mathrm{.}15333333333333332$

Num of times $2$ was rolled $94$

Percentage is $0\mathrm{.}15666666666666668$

Num of times $3$ was rolled $115$

Percentage is $0\mathrm{.}19166666666666668$

Num of times $4$ was rolled $99$

Percentage is $0\mathrm{.}165$

Num of times $5$ was rolled $101$

Percentage is $0\mathrm{.}16833333333333333$

Num of times $6$ was rolled $99$

Percentage is $0\mathrm{.}165$