Deck .csv is the following

"face","suit"

"2","H"

"3","H"

"4","H"

"5","H"

"6","H"

"7","H"

"8","H"

"9","H"

"10","H"

"J","H"

"Q","H"

"K","H"

"A","H"

"2","S"

"3","S"

"4","S"

"5","S"

"6","S"

"7","S"

"8","S"

"9","S"

"10","S"

"J","S"

"Q","S"

"K","S"

"A","S"

"2","C"

"3","C"

"4","C"

"5","C"

"6","C"

"7","C"

"8","C"

"9","C"

"10","C"

"J","C"

"Q","C"

"K","C"

"A","C"

"2","D"

"3","D"

"4","D"

"5","D"

"6","D"

"7","D"

"8","D"

"9","D"

"10","D"

"J","D"

"Q","D"

"K","D"

"A","D"

3. Read in the file "deck.csv", which we will use to simulate drawing cards from a deck. (check the demonstration file for a related erample) (a) Simulate drawing two cards (without replacement) 5 times and print out the hand each (b) Simulate drawing a hand of twords 100,000 times to estimate the probability of drawing a pair (two cards with the same face) (c) Simulate drawing a hand of five cards (without replacement) 100,000 times to estimate the probability of drawing a flush (all suits are the same to measure the number of different suits in hand). (Hint: use length(unique (handSsuit))