your answer to the following question was incorrect. try again: Part f) Suppose that, based on the data collected, you obtain a P-value of 0.04. This means: The sample of icebergs are relatively greater in depth, if indeed the true mean depth of the Northern Hemisphere icebergs is 270 meters now. There is a 4% chance that the mean depth of Northern Hemisphere icebergs has increased due to global warming. There is a 4% chance that the mean depth of Northern Hemisphere icebergs has decreased due to global warming. The probability of the mean depth of icebergs measuring 270 meters, or greater is 0.04, if indeed the true mean depth of the Northern Hemisphere icebergs is 270 meters now. The probability of the mean depth of icebergs measuring 270 meters, or smaller is 0.04, if indeed the true mean depth of the Northern Hemisphere icebergs is 270 meters now. The sample of icebergs are relatively smaller in depth, if indeed the true mean depth of the Northern Hemisphere icebergs is 270 meters now