- Both Spinners are labeled 1 - 5
- When it is a player's turn, you spin both spinners.
- Add the 2 numbers that the spinner points to.
- If the sum is odd, Tara wins even if it is not her turn.
- If the sum is even, Sara wins even if it is not her turn.
Who has a better chance of winning?
jesse hayes
ReplyDeletejackson 7
the even number i got was 13 and the odd number i got was 12 sara has a better chance of winning by the tara by spining it to.
I think tara has a better chance to win because it said that 1-5 there are more odd numbers than even numbers. Tara has 1,3,5 and sara has 2,4.
ReplyDeleteJackson 7
ReplyDeleteI did all the possible chances that their were and added them all. Once I did that I seen there were 13 even and 12 odd.So that means Sara has a greater chance of winning
Arryanna Roberson
The even number i finally got was 13 and the odd number i got was 12. That means sara has a better chance at winning.
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ReplyDeleteJackson 1
ReplyDeleteTara is most likely to win because 1-5 there are only 2 even 2&4 the odd numbers are 1&3&5 there are 3 odd so 2 even vs 3 odd 2<3 so if we double that 4<6 so now Tara will most likely win.
The even number i got was 13. The odd number i got was 12. That means sara has a greater chance of winning.
ReplyDeleteJackson 7
DeleteJackson 7
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ReplyDeleteTara has a better chance of winning. The spinners are labeled 1-5 and there are 3 odd numbers and 2 even numbers. There are more odds than evens.
ReplyDeleteTara has a better chance of winning. I know this because I added each numbers together. I ended up having more odd answers than even answers.
ReplyDeleteTara would have the better chance of winning. I figured this out by adding up each number. In total, it would be 2<3, making it be more odds than evens.
ReplyDeleteJackson 4
Tara has a better chance of winning because The spinners are labeled 1-5 so There are more odds than evens.
ReplyDeleteJackson 4
ReplyDeleteTara has a better chance of winning compared to Sara. This is because both of the spinners are labeled 1-5, there are three odd numbers between 1-5 (1,3,5) and two even numbers (2,4). There are more odd numbers than even numbers, giving Tara the upperhand.
There are 5 numbers, 1,2,3,4, and 5. If the there is an odd number then Tara wins, but if there is an even number Sara wins. Tara would have a better chance of winning because there are 3 odd numbers and there are only 2 even numbers. 3/5 > 2/5
ReplyDeletehey
DeleteTara would have a better chance of winning than Sara. Because there are 5 numbers. (1,2,3,4,5) if odd then Tara wins. If even Sara wins. So Tara would have a better chance of winning since there are 3 odd numbers and only 2 even numbers.
ReplyDeleteTara has a better chance of winning. The spinners are labeled 1-5 and there are 3 odd numbers and 2 even numbers. There are more odds than evens.
ReplyDeleteJackson 4
ReplyDeleteTara has a better chance of winning. Because both of the spinners are labeled 1-5, there are three odd numbers between 1-5 and two even numbers. There are more odd numbers than even numbers.
Jackson 4
ReplyDeleteTara has a better chance of winning. The spinners are labeled 1-5 and there are 3 odd numbers and 2 even numbers. There are more odds than evens.
Sara has a better chance of winning. You can add up more even numbers than odd Sara having 13 chances to win Tara only having 12.
ReplyDeleteGood job Zack! You got it in just in time. This blog is now closed. All late answers must be handed in on paper.
DeleteTara has a better chance of winning because there are more odd numbers (1,3,5) than even numbers (2,4). so Tara has a better chance of winning than Sara.
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