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What is cosmology about?

Cosmology is the study of the universe as a whole (as compared to our particular corner of the universe, the planet Earth, which we naturally have studied very closely). Cosmology is concerned with such questions as, how was the universe created and what is its past history, how big is it, what does it contain, how does it evolve, what will it be like in the future.


What other antibiotics contain erythromycin?

There are few combinations, which may contain erythromycin. They are not rational combinations. Erythromycin is itself an antibiotic on the merit. Other antibiotics do not or should not contain the erythromycin.


What is the universe and what does it contain?

The universe is everything that exists. It contains everything.


All matter in space is contain in what?

the universe


Does everything in this universe contain atom?

Not that I beleive.


How many number combinations can be made with numbers 0-9?

9


What did universe contain before matter formed?

Light!


Is space big enough to hold the universe?

The universe is everything. It is not contain in space. It is, in fact, the other way around.


Could dopamine contain any ingredient with cocaine in it?

Dopamine is not a drug. It is prsent in your brain as a neuro transmitter. And if you meant amphedamine which i think you probably did, no. amphedamines shouldnt contain coke nothing should contain coke except a few rare combinations such as "starburst", the combination of coke (cocain) molly (MDMA) and special k (ketamine).


How much do you love me answers?

Say "I love you more than the universe can contain"


Which alphabet is a universe?

all alphabets are universes because they contain endless possibilities.


How do you compute combintations for different set sizes?

If you have two sets, S and T, where the cardinality of S is x (ie S has x distinct elements) and the cardinality of T is y, then the number of combinations from S and T is 2(x+y). There will be 1 null combination, 2x - 1 combinations of elements of S, 2y - 1 combinations of elements of T, and the rest will contain at least one element from each of the two sets.