Suppose you toss one coin three times in a row and get heads, tails, heads (HTH). If you are interested in the number of heads that appear, which one of the following sets of three tosses has a different outcome but corresponds to the same event as the first set of tosses? THT HHT HHH

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Answer 1

Textbook Question

Chapter 7.A, Problem 1QQ

Suppose you toss one coin three times in a row and get heads, tails, heads (HTH). If you are interested in the number of heads that appear, which one of the following sets of three tosses has a different outcome but corresponds to the same event as the first set of tosses?

THT
HHT
HHH

Expert Solution & Answer

To determine

The event which has a different outcome but is same as the event {HTH}.

Answer to Problem 1QQ

Solution: Option b. HHT

Explanation of Solution

Given: Suppose one coin is tossed three times in a row and get heads, tails, heads (HTH).

Method used: Number of heads in HTH is two so the event which also has two heads is same as the event {HTH}.

Calculation:

Since the event {THT} has only one heads, so option a. is incorrect.

Since the event {HHH} has three heads, so option c. is incorrect.

Since the event {HHT} has two heads, one tails, and the given event {HTH} also has two heads, one tails, so {HHT} is same as the given event.

Conclusion: Therefore, option b is correct that is HHT is the correct answer.

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03:07

Students have asked these similar questions

2 Q/ Let d₂ +d, di, d2: R² XR² R² defined as follow ((x+x), (2, 1) = √(x-2)² + (x_wx • d₁ ((x,y), (z, w)) = max {1x-z\, \y-w\} • 1 1 dq ((x,y), (Z, W)) = \ x=2\+\-w| 2 • show that dod₁, d₂ are equivalent? 2

2 +d, di, d2: R² XR² > R² defined as follow Q/ Let d₂ 2/ d((x+x), (2, 1)) = √(x-2)² + (x-wsc • d₁ ((x,y), (z, w)) = max {| x-z\, \y-w\} • d₂ ((x, y), (Z, W)) = 1x-21+ \y-w| 2 • show that ddi, d₂ are equivalent? އ

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Answer 2

Textbook Question

Chapter 7.A, Problem 1QQ

Suppose you toss one coin three times in a row and get heads, tails, heads (HTH). If you are interested in the number of heads that appear, which one of the following sets of three tosses has a different outcome but corresponds to the same event as the first set of tosses?

THT
HHT
HHH

Expert Solution & Answer

To determine

The event which has a different outcome but is same as the event {HTH}.

Answer to Problem 1QQ

Solution: Option b. HHT

Explanation of Solution

Given: Suppose one coin is tossed three times in a row and get heads, tails, heads (HTH).

Method used: Number of heads in HTH is two so the event which also has two heads is same as the event {HTH}.

Calculation:

Since the event {THT} has only one heads, so option a. is incorrect.

Since the event {HHH} has three heads, so option c. is incorrect.

Since the event {HHT} has two heads, one tails, and the given event {HTH} also has two heads, one tails, so {HHT} is same as the given event.

Conclusion: Therefore, option b is correct that is HHT is the correct answer.

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Answer 3

Textbook Question

Chapter 7.A, Problem 1QQ

Suppose you toss one coin three times in a row and get heads, tails, heads (HTH). If you are interested in the number of heads that appear, which one of the following sets of three tosses has a different outcome but corresponds to the same event as the first set of tosses?

THT
HHT
HHH

Expert Solution & Answer

To determine

The event which has a different outcome but is same as the event {HTH}.

Answer to Problem 1QQ

Solution: Option b. HHT

Explanation of Solution

Given: Suppose one coin is tossed three times in a row and get heads, tails, heads (HTH).

Method used: Number of heads in HTH is two so the event which also has two heads is same as the event {HTH}.

Calculation:

Since the event {THT} has only one heads, so option a. is incorrect.

Since the event {HHH} has three heads, so option c. is incorrect.

Since the event {HHT} has two heads, one tails, and the given event {HTH} also has two heads, one tails, so {HHT} is same as the given event.

Conclusion: Therefore, option b is correct that is HHT is the correct answer.

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03:07

Answer 4

Textbook Question

Chapter 7.A, Problem 1QQ

Suppose you toss one coin three times in a row and get heads, tails, heads (HTH). If you are interested in the number of heads that appear, which one of the following sets of three tosses has a different outcome but corresponds to the same event as the first set of tosses?

THT
HHT
HHH

Expert Solution & Answer

To determine

The event which has a different outcome but is same as the event {HTH}.

Answer to Problem 1QQ

Solution: Option b. HHT

Explanation of Solution

Given: Suppose one coin is tossed three times in a row and get heads, tails, heads (HTH).

Method used: Number of heads in HTH is two so the event which also has two heads is same as the event {HTH}.

Calculation:

Since the event {THT} has only one heads, so option a. is incorrect.

Since the event {HHH} has three heads, so option c. is incorrect.

Since the event {HHT} has two heads, one tails, and the given event {HTH} also has two heads, one tails, so {HHT} is same as the given event.

Conclusion: Therefore, option b is correct that is HHT is the correct answer.

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Answer 5

Textbook Question

Answer 6

Textbook Question

Answer 7

Expert Solution & Answer

To determine

The event which has a different outcome but is same as the event {HTH}.

Answer to Problem 1QQ

Solution: Option b. HHT

Explanation of Solution

Given: Suppose one coin is tossed three times in a row and get heads, tails, heads (HTH).

Method used: Number of heads in HTH is two so the event which also has two heads is same as the event {HTH}.

Calculation:

Since the event {THT} has only one heads, so option a. is incorrect.

Since the event {HHH} has three heads, so option c. is incorrect.

Since the event {HHT} has two heads, one tails, and the given event {HTH} also has two heads, one tails, so {HHT} is same as the given event.

Conclusion: Therefore, option b is correct that is HHT is the correct answer.

Answer 8

Expert Solution & Answer

To determine

The event which has a different outcome but is same as the event {HTH}.

Answer to Problem 1QQ

Solution: Option b. HHT

Explanation of Solution

Given: Suppose one coin is tossed three times in a row and get heads, tails, heads (HTH).

Method used: Number of heads in HTH is two so the event which also has two heads is same as the event {HTH}.

Calculation:

Since the event {THT} has only one heads, so option a. is incorrect.

Since the event {HHH} has three heads, so option c. is incorrect.

Since the event {HHT} has two heads, one tails, and the given event {HTH} also has two heads, one tails, so {HHT} is same as the given event.

Conclusion: Therefore, option b is correct that is HHT is the correct answer.

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

To determine

The event which has a different outcome but is same as the event {HTH}.

Answer 12

Answer to Problem 1QQ

Solution: Option b. HHT

Answer 13

Explanation of Solution

Given: Suppose one coin is tossed three times in a row and get heads, tails, heads (HTH).

Method used: Number of heads in HTH is two so the event which also has two heads is same as the event {HTH}.

Calculation:

Since the event {THT} has only one heads, so option a. is incorrect.

Since the event {HHH} has three heads, so option c. is incorrect.

Since the event {HHT} has two heads, one tails, and the given event {HTH} also has two heads, one tails, so {HHT} is same as the given event.

Conclusion: Therefore, option b is correct that is HHT is the correct answer.

Answer 14

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Suppose you toss one coin three times in a row and get heads, tails, heads (HTH). If you are interested in the number of heads that appear, which one of the following sets of three tosses has a different outcome but corresponds to the same event as the first set of tosses? THT HHT HHH

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Answer to Problem 1QQ

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