The length (in millimeters) of the larvae of the black porgy fish can be modeled by L(x) -0.00170x' + 0.145x+2.35, Osx S 40 where x is the age (in days) of the larvae. Write and solve and
inequality to find at what ages a larvae's length tends to be greater than 10 millimeters. Explain how the given domain
affects the solution.

An automated water dispenser fills packets with one liter of water on average, with a standard deviation of 5 milliliter. the manual says that after a year of operation the dispenser should be tested to see if it needs recalibration. a year later a number of filled packets are set aside and measured separately. it is found that the average packet now contains about 0.995 liters. does the dispenser need calibration? explain your answer.

Math each whole number with a rational,exponential expression

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