Final answer:
The probability of getting a head when flipping a biased coin, which has the probability of 0.44 for tails, is 0.56 or 56%. This is calculated by subtracting the probability of tails from 1.
Step-by-step explanation:
When dealing with a biased coin, the probability of the two outcomes, heads and tails, must still add up to 1, since these are the only two possible outcomes of a flip. In this case, you have been given the probability of getting tails as 0.44. Therefore, the probability of getting heads must compliment this to sum up to 1.
To find the probability of getting a head, you simply subtract the probability of a tail from 1:
Probability of heads = 1 - Probability of tails
= 1 - 0.44
= 0.56 or 56%
In the context of probability, this means that over a large number of flips, you would expect to get a head about 56% of the time on this particular biased coin.