You are dealt a hand of five cards from a standard deck of playing cards. The number of possible hands is 2,598,960. The number of possible hands consisting entirely of red cards (diamonds and earts) is 65,780 (and equal to the number of possible hands consisting entirely of any other pair of suits). The number of possible hands consisting entirely of diamonds is 1287 (and equal to the umber of hands consisting entirely of any other suit). The number of possible hands that include no diamonds at all is 575,757 (and equal to the number of hands that exclude any other particular suit). Q The probability of being dealt a hand that includes at least one diamond is approximately: B .2215 C .0005 D G .75 H 7785 2,023,203 2,597,673 E 5 F 9995 J 25 K 2,533,180 L .0253 M 9747 Help! Q The probability of being dealt a hand of 5 cards of a single color is approximately: B 5148 C .75 G 5 H 0009904 D 131,560 2754 E .0506 F 25 .001981 Help! ere dealt a hand of five cards of the same color from a standard deck of playing cards, the probability of having a hand consisting entirely of diamonds is approximately: