Write all possible outcomes, when: i) a coin is tossed once. ii) a coin is tossed two times or two coins are tossed together once. iii) a coin is tossed three times. About the author Jasmine
Step-by-step explanation: Given :– i)a coin is tossed once. ii) a coin is tossed two times or two coins are tossed together once. iii) a coin is tossed three times. To find :– Write all possible outcomes Solution:– We know that If “n” coins are tossed once then the total number of possible outcomes are 2^n I) If a coin tossed once then the total possible outcomes are 2^1 = 2 . They are: Head (H) Tail (T) ii) a coin tossed two times or two coins are tossed together once then the total possible outcomes are 2^2 =4. They are: Head and Head (HH) Head and Tail (HT) Tail and Head (TH) Tail and Tail ( TT) iii)a coin is tossed three times. then the total possible outcomes are 2^3 = 8. They are : Head , Head , Head (HHH) Head, Head , Tail (HHT) Head ,Tail , Tail (HTT) Head, Tail , Head (HTH) Tail , Head , Head ( THH) Tail , Tail , Head ( TTH) Tail, Head , Tail ( THT) Tail , Tail , Tail (TTT) Used formula:– If “n” coins are tossed once then the total number of possible outcomes are 2^n Reply
Step-by-step explanation:
Given :–
i)a coin is tossed once.
ii) a coin is tossed two times or two coins are tossed together once.
iii) a coin is tossed three times.
To find :–
Write all possible outcomes
Solution:–
We know that
If “n” coins are tossed once then the total number of possible outcomes are 2^n
I) If a coin tossed once then the total possible outcomes are 2^1 = 2 .
They are:
Head (H)
Tail (T)
ii) a coin tossed two times or two coins are tossed together once then the total possible outcomes are 2^2 =4.
They are:
Head and Head (HH)
Head and Tail (HT)
Tail and Head (TH)
Tail and Tail ( TT)
iii)a coin is tossed three times. then the total possible outcomes are 2^3 = 8.
They are :
Head , Head , Head (HHH)
Head, Head , Tail (HHT)
Head ,Tail , Tail (HTT)
Head, Tail , Head (HTH)
Tail , Head , Head ( THH)
Tail , Tail , Head ( TTH)
Tail, Head , Tail ( THT)
Tail , Tail , Tail (TTT)
Used formula:–
If “n” coins are tossed once then the total number of possible outcomes are 2^n