[Wildlife Biology] Wildlife biologists treated a pool with a chemical to reduce the amount A of algae. The amount of algae in the pool is given by the function A(t) = 35t2 -360t+1050, where t is the number of days after treatment. (a) When will the amount of algae reach a minimum? (b) What is the minimum number of algae? (c) How many days after treatment will the amount of algae reach 900? (d) Graph the function.
[Wildlife Biology] Wildlife biologists treated a pool with a chemical to reduce the amount A of algae. The amount of algae in the pool is given by the function A(t) = 35t2 -360t+1050, where t is the number of days after treatment. (a) When will the amount of algae reach a minimum? (b) What is the minimum number of algae? (c) How many days after treatment will the amount of algae reach 900? (d) Graph the function.
[Wildlife Biology] Wildlife biologists treated a pool with a chemical to reduce the amount A of algae. The amount of algae in the pool is given by the function A(t) = 35t2 -360t+1050, where t is the number of days after treatment. (a) When will the amount of algae reach a minimum? (b) What is the minimum number of algae? (c) How many days after treatment will the amount of algae reach 900? (d) Graph the function.
[Wildlife Biology] Wildlife biologists treated a pool with a chemical to reduce the amount A of algae. The amount of algae in the pool is given by the function A(t) = 35t2 -360t+1050, where t is the number of days after treatment. (a) When will the amount of algae reach a minimum? (b) What is the minimum number of algae? (c) How many days after treatment will the amount of algae reach 900? (d) Graph the function.
Expression, rule, or law that gives the relationship between an independent variable and dependent variable. Some important types of functions are injective function, surjective function, polynomial function, and inverse function.
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