a. Step 1: Compare n, thenumber of tosses in the two cases. 512 is ______ times more than 32?

a. Step 1: Compare n, thenumber of tosses in the two cases. 72 is ______ times more than 8?

Hint 1: Compare 16 and 64 Hint 2: Sum or percent? Do you multiply or divide? Bywhat? Hint 3: What is the new SE? That is what the question isasking for.

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Hint 1: Compare 100 and 2500 Hint 2: Sum or percent? Do you multiply or divide? Bywhat?

16 +/- 6 heads in 32 tosses is about as likely as 256+/- _____ heads in 512 tosses.

16

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b. Step 2: Since we are counting(summing), the error will be multiplied by howmuch?

Incorrect.

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c. Thus 16 +/- 6 heads in 32 tosses is about as likely as 256+/- _____ heads in 512 tosses. In other words, what is the new SE?

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50% +/- 10% heads in 8 tosses is about as likely as 50%+/- _____ % heads in 72 tosses.

9

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b. Step 2: We are looking atthe percent of heads so the error willbe divided by how much?

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c. 50% +/- 10% heads in 8 tosses is about as likely as 50% +/-_____ % heads in 72 tosses. (Round to 2 DecimalPlaces)

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8 +/- 4 heads in 16 tosses is about as likely as 32 +/-_____ heads in 64 tosses.

50% +/- 25 % heads in 100 tosses is about as likely as50% +/- _____ % heads in 2500 tosses. (Round to 2 decimalplaces)

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Answer rating: 100% (QA)

a Step 1 Compare n thenumber of tosses in the two cases 72 is 18 times more than 8 The number of tosses in the two cases is 8 and 72 72 is 18 times mo... View the full answer