The probability of a biased coin landing on heads is 0.6. I flip the
coin 150 times, how many times would the coin land on heads?
roughly 0.6 * 150
To determine how many times the coin would land on heads, we need to multiply the number of tosses by the probability of the coin landing on heads.
In this case, the probability of the coin landing on heads is 0.6, and the number of tosses is 150. So, to find the expected number of heads, we can use the following formula:
Expected number of heads = Probability of landing on heads x Number of tosses
Expected number of heads = 0.6 x 150 = 90
Therefore, the coin is expected to land on heads approximately 90 times out of 150 coin flips.