In a certain chemical manufacturing process, the daily weight y of defective chemical output depends on the total weight x of all output according to
the empirical formula

y = 0.01x + 0.00003x2

Where x and y are in kilograms. If the profit is RM100 per kilogram of non-
defective chemical produced and the loss is RM20 per kilogram of defective
chemical produced, how many kilograms of chemical should be produced
daily to maximize the total daily profit?

Ithink you should continue to put it in the rice or try to dry it with a hair blower or go to a phone repair place so they can get as much water out as possible, these may or may not work so sorry if it doesn’t

Through the process of sedimentation,sediment is turned back to rock to form sedimentation.the process of sedimentation is: > deposition-where fragments were deposited into the river or sea under gravity or travelling agent such as wind or water. > sedimentation-the fragments deposited in the river sedimented and accumulate> compaction-the layers of fragments deposited undergoes compaction due to the weight if the upper layers> cementation-chemical substance of the fragments such as cement dissolved into the water and cement the other fragments together to form sedimentary rock.thus,cementation and compaction are the process.on the other hand, transformation only occur when a rock under goes metamorphism(compaction or extreme heat).while recrystillization occurs when a rock is melted and cooled down,which also requires metamorphism to take place.hope it !

The answer it’s a investor
i believe

1or 2       no all alone     yes and lots of them     yes coding in basic robotics