Tara and Sara are going to play a spinner game. These are the rules:
- Both Spinners are labeled 1 - 5
Who has a better chance of winning?
- 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?
OR
Use at least three sentences to describe a concept or word that you learned in your math class this week. You also may use the three sentences to describe something you do not understand.
Both of them have a chance to win.Tara have 13 chances and Sara have 13 chances.The reason why is numbers 1-5 on two spinners can be added on a separate sheet of paper and you will see 13 odds and 13 evens.so this is why both of them will have a chance of winning.
ReplyDeleteTara has 13 and Sara has 13.The numbers 1-5 on two spinners can be added and you will see 13 and 13. so both are equal
ReplyDeleteBoth of them have a chance to win.Tara have 13 chances and Sara have 13 chances.The reason why is numbers 1-5 on two spinners can be added on a separate sheet of paper and you will see 13 odds and 13 evens.so this is why both of them will have a chance of winning.
ReplyDeleteBoth will have a chance to win because Tara has 13 chances and Sara had 13 chances. Because 1-5 can be added sepertaly.
ReplyDeleteBoth of them have a chance to win.Tara have 13 chances and Sara have 13 chances.The reason why is numbers 1-5 on two spinners can be added on a separate sheet of paper and you will see 13 odds and 13 evens.so this is why both of them will have a chance of winning.
ReplyDeleteBoth of them will have a slight chance of winning. Tara does have 13 chances and Sara has 13 chances. The only reason why their equal is because the numbers 1-5 on two spinners can be added and your answer will be 13 and 13.
ReplyDeleteTara and Sara has a chance to win. They both have 13 chances. Their equal because 1-5 can be added and it would equal 13.
ReplyDeleteBoth Tara and Sara have 14 chances.This is because the numbers 1-5 can be added together getting 13 odds and 13 evens.
ReplyDeleteSara and Tara have a total of 13 chances. They are equal because 1-5 can be added and it would equal 23.
ReplyDeleteKamron Deanda
Both if them because they have a total of 13 chances. They equal because the numbers 1-5 can add together and will get 13 odds and 13 evens.
ReplyDeleteRaniya Harmon P.1
ReplyDeleteSara and Tara both have a chance of winning. I know this because they both have 13 chances. 1-5 can be added then there would be 13 odds and 13 evens.
Both of them have a chance to win. Sara and Tara have a total of 13 chances. I know this because the numbers 1-5 can be added together and with that being said you will get 13 odds and 13 evens.
ReplyDeleteThey both have a chance to win. I say this because the numbers 1-5 can be added on both spinners getting an added total of 13 evens and 13 odds so they both have 13 chances to win.
ReplyDeleteThey both have a chance to win.Tara have 13 chances and Sara have 13 chances.The reason why is numbers 1-5 on two spinners can be added on a separate sheet of paper and you will see 13 odds and 13 evens.so this is why both of them will have a chance of winning.
ReplyDeleteBoth of them Tara and Sara have the chance of winning because they both have 5. The reason why is numbers 1-5 on two spinners can be added on a separate sheet of paper and you will see 13 odds and 13 evens.so this is why both of them will have a chance of winning.
ReplyDeleteBoth of them have a chance to win.Tara have 13 chances and Sara have 13 chances.The reason why is numbers 1-5 on two spinners can be added on a separate sheet of paper and you will see 13 odds and 13 evens.so this is why both of them will have a chance of winning.
ReplyDeleteSara and Tara both have a chance of winning. I know this because they both have 13 chances. 1-5 can be added then there would be 13 odds and 13 evens.
ReplyDeleteBoth have a chance of winning because they both have 13 chances. There are 13 odds and 13 evens
ReplyDeleteTara and Sara have the chance of winning because they both have 5. The reason why is numbers 1-5 on two spinners can be added on a separate sheet of paper and you will see 13 odds and 13 evens.so this is why both of them will have a chance of winning.
ReplyDeleteThey both have a chance to win.Tara have 13 chances to win and Sara have 13 chances to win also.They both have 13 chances becuase numbers 1-5 on two spinners can be added on a separate sheet of paper and you will see 13 odds and 13 evens,so this is why both of them will have a chance to win.
ReplyDelete
ReplyDeleteBoth of them have a chance to win.Tara have 13 chances and Sara have 13 chances.The reason why is numbers 1-5 on two spinners can be added on a separate sheet of paper and you will see 13 odds and 13 evens.so this is why both of them will have a chance of winning.
They have a equal chance of winning.Tara and Sara both have 13 chances.The reason is that the number on the spinners are 1-5 so it can be added and it will show up even or odd.
ReplyDeleteBoth of them have an equal amount of chances. 1-5 can be added in differents ways to become even or odd. It doesnt't matter which numbers you get, there will be a 50/50 chance of even or odd numbers.
ReplyDeleteThere's a 50/50 chance of even and odd numbers. The numbers 1-5 when added can be both even or odd. They both have equal chances.
ReplyDeleteJoesiah Poulson Pd. 2
ReplyDeleteThere's a 50/50 chance of even or odd numbers. The numbers 1-5 can be added and turn out to be even or odd. This is why they have equal chances of being even or odd.
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ReplyDeleteThey both have an equal chance to win. I know this because there are the same amount of evens as odds. That gives them a 50/50 chance
ReplyDeleteSara and Tara have a total of 13 chances 1-5 can be added and it would equal 23.
ReplyDelete
ReplyDeleteBoth of them have a chance to win.Tara have 13 chances and Sara have 13 chances. and what i all so know is that The only reason why their equal is because the numbers 1-5 on two spinners can be added and your answer will be 13 and 13.