Based on the sample spaces in Rolling a $2$ on a four-sided die. Find the theoretical probability.

Based on the sample spaces in days of working week, find the theoretical probability of the following;

Taking a class on Tuesday or Wednesday during the work week.

Based on the sample spaces in flipping two coins, find the theoretical probability of the following :

 A heads and tails combination showing when flipping two coins.

Based on the sample space in the given figure, find the theoretical probability of ending in room $A$.

A fair coin is tossed $72$ times. A Head comes up $12$ times. Find the experimental probability of tossing a fair coin and having it land on heads. [Find your answer upto four decimal points]

A fair coin is tossed $72$ times. A head comes up $12$ times. Find the experimental probability of tossing a fair coin and having it land on tails up to two decimal places.

A fair coin is tossed $72$ times. A head comes up $12$ times. Show that the event in $a$ and $b$ are complementary using probability.

Event $a$: Probability of getting Head.

Event $b$: Probability of getting Tail.

A six-sided die is rolled $30$ times. If the die lands with a $1$ or $6$ facing up, the player wins.If the die lands on $2,3,4,5$ the player loses. Consider the table of collected data

Find the experimental probability of winning and losing.

A six-sided die is rolled $30$ times. If the die lands with a $1$ or $6$ facings up, the player wins. If the die lands on $2, 3, 4$ or $5$, the player loses. Consider the table of collected data.

What is the theoretical probability of winning? What is the theoretical probability of losing?