31. Total Profit For 1995 through 2005, the number N of units (in thousands) produced by a manufacturing plant can be modeled by N= 3t + 2 and the profit per unit P (in dollars) can be modeled by P 3t-2 where t is the number of years since 1995. Write a polynomial that models the total profit T (in thousands of dollars).

Algebra and Trigonometry (6th Edition)
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ISBN:9780134463216
Author:Robert F. Blitzer
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ChapterP: Prerequisites: Fundamental Concepts Of Algebra
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Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Number 31 please
Father
31. Total Profit For 1995 through 2005, the number N of units (in thousands)
produced by a manufacturing plant can be modeled by N= 3t + 2 and the
profit per unit P (in dollars) can be modeled by P 3t- 2 where t is the
number of years since 1995. Write a polynomial that models the total profit T
(in thousands of dollars).
32. Eye Color In humans, the brown eye gene B is dominant
and the blue eye gene b is recessive. This means that humans
Mother
b
whose
eye genes are BB, Bb, or bB have brown eyes and
those with bb have blue eyes. The Punnett square at the right
shows the results of eye colors for children of parents who
each have one B gene and one b gene.
B
BB
Bb
a. Write a polynomial that models the possible gene
bB
bb
combinations of a child.
b. What percent of the possible gene combinations results
in a child with blue eyes?
Transcribed Image Text:Father 31. Total Profit For 1995 through 2005, the number N of units (in thousands) produced by a manufacturing plant can be modeled by N= 3t + 2 and the profit per unit P (in dollars) can be modeled by P 3t- 2 where t is the number of years since 1995. Write a polynomial that models the total profit T (in thousands of dollars). 32. Eye Color In humans, the brown eye gene B is dominant and the blue eye gene b is recessive. This means that humans Mother b whose eye genes are BB, Bb, or bB have brown eyes and those with bb have blue eyes. The Punnett square at the right shows the results of eye colors for children of parents who each have one B gene and one b gene. B BB Bb a. Write a polynomial that models the possible gene bB bb combinations of a child. b. What percent of the possible gene combinations results in a child with blue eyes?
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