In the following model for the growth of rabbits, foxes, and humans, r' = r + .3r - . lf - .2h . f' = f + .4r - .2f - .3h h' = h + . ir + . if + . lh determine the sum and max norms of the coefficient matrix a. (b) if the current vector of population sizes is p = [ 10, 10, 1 0], determine bounds (in sum and max norms) for the size of p' = ap. compute p' and see how close it is to the norm bounds

12cm

the answer is d

answer: this is not a question

step-by-step explanation: this is a answer

step-by-step explanation:

large crystals result from very slow cooling.

evaporation of water: this would produce an evaporite which is a sedimentary rock. like a salt pan in a desert. not possible to have volcanic rocks originate this way.

crystalization in molten earth: slow cooling over time. (hundreds to millions of years)

crystalization at earth's surface: this results in fast cooling. (a few hours to a few months or years)

crystalization from cooling off hot water: that would be a hydrothermal deposit. while associated with volcanics they are not volcanic rocks themselves and usually occur fairly rapidly.