<p>Make learning your times tables a bit more fun with Ultimate Times Tables Bingo.</p> <p>-Includes 32 unique bingo cards - in black and white AND colour.</p> <p>-Has the answers to tables up to 12 x 12.</p> <p>-Each number (product) also shows the number of ways that it can be made with a smaller number next to it in brackets. This could be used to support work on probability.</p> <p>-Children can choose their own number not already on their bingo card. The best option would be to choose either 12 or 24 (which ever of the two is not already on it) because both of these numbers have six ways of making them.</p> <p>-These bingo cards are fair since every card has exactly the same chance of winning - until they choose their own number. This is because there are exactly 25 different ways of making the 11 numbers already on each bingo card. If they choose either 12 or 24 as their last number, there will be 31 ways altogether.</p> <p>-Also includes 1 - 12 cards. Cut these out and use these to choose the times tables. Make sure that you replace the cards between choosing the first and second numbers or print two sets. This could easily be used in small groups in the classroom with minimal photocopying.</p> <p>INCLUDES FREE BLANK CROSSWORD CREATOR. EVERYTHING YOU NEED TO PLAN AND PRODUCE CROSSWORD ON ANY CHOSEN THEME. THIS CAN BE USEFUL FOR LEARNING SPELLINGS OR GENERAL REVISION.</p>

<p>Each question has four calculations using addition, subtraction, multiplication and division. Three have the same answer, but one is different. Can you find the odd one out?</p> <p>Three different sheets (with separate answers) are included + blank sheets so that the children can create their own.</p> <p>You can make these even more challenging by not allowing the children to make any jottings!</p> <p>INCLUDES FREE ULTIMATE TIMES TABLES BINGO. 32 DIFFERENT BINGO CARDS WHICH HAVE THE NUMBER OF WAYS EACH PRODUCT CAN BE MADE AND ARE BALANCED SO THAT EACH CARD HAS EXACTLY THE SAME CHANCE OF WINNING. CARDS ARE IN BLACK / WHITE AND COLOUR.</p>