I think I'm falling off the screen a little bit. So we'll just say 0.037. Now, to figure out the probability of having a sample proportion of 0.38, we just have to figure out how many standard deviations that is away from our mean, or essentially calculate a z statistic for our sample, because a z statistic or a z score is really just how many standard deviations you are away from the mean, and then figure out whether the probability of getting that z statistic is more or less than 5%. So let's figure out how many standard deviations we are away from the mean. So just to remind ourselves, this sample proportion we got, we can view as just a sample from this distribution of all of the possible sample proportions. So how many standard deviations away from the mean is this? So if we take our sample proportion, subtract from that the mean of the distribution of sample proportions, and divide it by the standard deviation of the distribution of the sample proportions, we get 0.38 minus 0.3, all of that over this value, which we just figured out, was 0.037.