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As space is infinite, no one could possibly answer that. We have difficulty seeing objects as large as Jupiter once we go outside our solar system, let alone another galaxy - we have no chance of seeing pebbles. So, if we take a purely mathematical guess and say there is a fairly equal chance that there will be a fairly even graduation from the smallest to the largest, and we take what we consider is the largest item in space (200 million light-years wide giant green jelly fish - actaully its a Lyman alpha blob - and not really a single object but a gas cloud) there has to be more thing between a pebble (say 100g) and 2E8 Light Years than there are between a single molecule of dust and a pebble.
Most types of sponges have asymmetrical bodies. There are around 10 thousand different types of sponges found in bodies of water all over the world.
true
Both derivatives and integrals - two of the most important concepts in calculus - are defined in terms of limits; specifically, what happens when something gets smaller and smaller.
Simply that there were some observations that were very much smaller or very much larger than most of the rest.