TOSSING COINS Create a tree diagram to show the sample space of tossing a coin 4 times then answer the questions below:Q 1.1Level 1- 2 (i) You toss a coin one time  1.  List the sample space __________   2. The number of events in the sample space is _________   3. The probability of getting 1 head is __________

Level 1- 2 (i) You toss a coin one time  1.  List the sample space __________   2. The number of events in the sample space is _________   3. The probability of getting 1 head is __________B

You toss a coin two times  4.  List the sample space __________________________________   5. The number of events in the sample space is _________   6. The probability of getting 2 heads is _____________

onsider the following.(a) Draw a tree diagram to display all the possible head-tail sequences that can occur when you flip a coin three times. (b) How many sequences contain exactly two heads?(c) Probability extension: Assuming the sequences are all equally likely, what is the probability that you will get exactly two heads when you toss a coin three times? (Round your answer to three decimal places.)

An experiment consists of tossing three unbiased coins simultaneously. Drawing a probability tree for this experiment will show that the number of events in this experiment is:Group of answer choicesA. 3.B. 6.C. 9.D. None of these choices are correct.

A fair coin is flipped three times.a) State the sample space. List outcomes separated by commas.    Use notation like HTT to mean the first toss was heads, the second toss was tails and the third toss was tails.   { }b) Find the probability of getting all heads.    Leave your answer as a fraction.    c) Find the probability of getting at least 2 tails.    Leave your answer as a fraction.   d) Find the probability of getting an even number of tails.    Leave your answer as a fraction.    e) Find the probability of getting all heads or all tails.    Leave your answer as a fraction.   f) Find the probability of getting exactly two heads or exactly two tails.    Leave your answer as a fraction.   g) Find the probability of not getting at least 2 tails.    Leave your answer as a fraction.    Submit QuestionQuestion 8