h it, then move to the next choice.","points":2},{"id":"7a662b13-c625-430a-8317-206cc3aa5a64","cardType":"cloze","front":"An [ ] is one possible result, such as getting heads when you toss a coin.","back":"An outcome is one possible result, such as getting heads when you toss a coin.","points":null},{"id":"04c7a629-f510-4c45-a074-996d2c8f8707","cardType":"basic","front":"A cafe offers 2 sandwiches and 3 drinks. How many lunch combinations are possible?","back":"6 (calculated as $2 \\times 3$)","points":1},{"id":"19c0b9a1-a702-4121-b2b3-248dac7f9d44","cardType":"cloze","front":"To keep a list neat for a coin toss, you can use the short labels [ ] and T.","back":"To keep a list neat for a coin toss, you can use the short labels H and T.","points":null},{"id":"f3698989-b649-4055-892f-1c71ca282688","cardType":"cloze","front":"To keep a list neat for a coin toss, you can use the short labels H and [ ].","back":"To keep a list neat for a coin toss, you can use the short labels H and T.","points":null},{"id":"f8a61df2-5961-4a14-91c3-14a8a87e9cb1","cardType":"basic","front":"Why are HHT and HTH considered different outcomes when tossing a coin three times?","back":"Because order matters: the tails happens on a different toss.","points":2},{"id":"760d30d2-79dc-41db-b079-eb14086774ad","cardType":"basic","front":"How many total outcomes are in the sample space for tossing a coin three times?","back":"8","points":1},{"id":"a228e17d-b118-4d4b-8cf2-40ef1768ea06","cardType":"cloze","front":"When making numbers from cards, each card can usually be used [ ] unless the question says otherwise.","back":"When making numbers from cards, each card can usually be used once unless the question says otherwise.","points":null},{"id":"c7a964da-ae89-428e-8fee-09f8c6737723","cardType":"basic","front":"If given number cards 4, 6, and 9, why is the number \"44\" usually not allowed?","back":"There is only one card with the digit 4.","points":1},{"id":"04a6b27e-d0d0-4ec9-9729-33958f68163a","cardType":"basic","front":"List all different 3-digit numbers that can be made using cards 2, 2, and 5.","back":"

","points":2},{"id":"ccf4ccc0-cfe8-4102-a1f0-70446394b83d","cardType":"cloze","front":"When listing matches between teams, [ ] because Lions v Tigers is the same match as Tigers v Lions.","back":"When listing matches between teams, order does not matter because Lions v Tigers is the same match as Tigers v Lions.","points":null},{"id":"3c615d8e-bec0-44d7-a446-b121ebd79522","cardType":"basic","front":"List all unique matches if four teams (A, B, C, D) play each other once.","back":"

A v B, A v C, A v D
B v C, B v D
C v D

","points":3},{"id":"f959ef6c-3975-4904-92ed-03d7e3ca6ddb","cardType":"basic","front":"What does it mean for outcomes to be equally likely?","back":"Each outcome has the same chance of happening.","points":1},{"id":"92b0786a-f40e-4608-a9e0-47a5647ca69c","cardType":"basic","front":"What is the formula for probability using a sample space of equally likely outcomes?","back":"$$$\\frac{\\text{number of favourable outcomes}}{\\text{total number of outcomes}}$$","points":1},{"id":"2fe741ca-04d3-4304-9dd3-12d0120a6e0a","cardType":"basic","front":"What is the neatest way to organise the sample space for two dice?","back":"A grid (with one dice across the top and one down the side)."

Systematic Listing Flashcards

Systematic Listing Flashcards

Systematic Listing Flashcards

Systematic Listing Flashcards