Answer:
6o times
Step-by-step explanation:
To determine how many times the coin will land on heads in the next 120 flips, you can use the concept of probability. Since each flip of a fair coin has a 50% chance of landing on heads, you can expect approximately half of the flips to result in heads.
Given that in the first 20 flips, the coin landed on heads 14 times, and we expect roughly half of the flips to result in heads, we can estimate the number of heads in the next 120 flips:
Expected number of heads = Total number of flips divided by 2
Expected number of heads = 120/2
Expected number of heads = 60
So, if you flip the coin 120 more times, you can expect it to land on heads approximately 60 times.
