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Question: In a popular lottery known as "Lotto 6/49," a player marks a card with six different numbers from the integers 1-49 and wins if his or her numbers match six randomly selected such numbers.
(a) In how many ways can a player complete a game card?
(b) How many cards should you complete in order to have at least one chance in a million of winning?
(c) In how many ways can a player complete a game card so that no number matches any of the six selected?
(d) In how many ways can a player complete a game card so that at least one number matches one of the six selected?
find the height of a tree that casts a horizontal shadow of 110 ft when the angle of elevation of the sun from the tip of the shadow measures 62 degrees.
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Find the vector x determined by the given coordinate vector [x]B and the given basis B: Illustrate your answer with a figure, as in the solution of Practice Problem 2.
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