A single card is drawn from a deck of 52 cards. Find the probability the card chosen is as follows. the jack of hearts or a club STEP 1: Count the number of ways the event, S,, that the jack of hearts is selected can occur, n(S1) = STEP 2: Count the number of ways the event, S2, that a club is selected can occur. n($2) = STEP 3: Give the total number of possibilities %. n(2) = STEP 4: Give the probability, P(S,), that the jack of hearts is selected. (Enter your probability as a fraction.) P(S1) = STEP 5: Give the probability, P(S2), that a club is selected. (Enter your probability as a fraction.) P($2) = STEP 6: Give the probability, P(E), that the jack of hearts or a club is selected. (Enter your probability as a fraction.) P(E) - STEP 7: Indicate which property was used to solve this problem. Property 1 (Impossible Events) Property 2 (Range of Probability) Property 3 (Probabilities with or) Property 4 (Mutually Exclusive Events) Onone of the four properties Additional Materials eBook