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7. The weight of a population of yeast is given by a differentiable function, y, where y(t) is measured in grams and t is measured in days. The weight of the yeast population dy increases according to the equation the weight of the yeast population is 120 grams and is increasing at the rate of 24 grams per day. Which of the following is an expression for y(t)? = ky, where k is a constant. At time t dt 0, %3D (A) 120e24 (B) 120eš YC) es + 119 (D) 24t + 120

7. The weight of a population of yeast is given by a differentiable function, y, where y(t) is measured in grams and t is measured in days. The weight of the yeast population dy increases according to the equation the weight of the yeast population is 120 grams and is increasing at the rate of 24 grams per day. Which of the following is an expression for y(t)? = ky, where k is a constant. At time t dt 0, %3D (A) 120e24 (B) 120eš YC) es + 119 (D) 24t + 120

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Schools 6. Shown above is a slope field for the differential equation = y?(4 – y²). If y = g(x) is the solution to the differential equation with the initial condition g(-2) = -1, then, lim g(x) is (A) -00 (B) -2 (C) 0 (D) 2 (E) 3 7. The weight of a population of yeast is given by a differentiable function, y, where y(t) is measured in grams and t is measured in days. The weight of the yeast population increases according to the equation = ky, where k is a constant. At time t = 0, the weight of the yeast population is 120 grams and is increasing at the rate of 24 grams per day. Which of the following is an expression for y(t)? (A) 120e24 (8) 120es YC) es +119 (D) 24t + 120 STARAES SE -- 1161 --i- 11 ---- N) ----S
Transcribed Image Text:Schools 6. Shown above is a slope field for the differential equation = y?(4 – y²). If y = g(x) is the solution to the differential equation with the initial condition g(-2) = -1, then, lim g(x) is (A) -00 (B) -2 (C) 0 (D) 2 (E) 3 7. The weight of a population of yeast is given by a differentiable function, y, where y(t) is measured in grams and t is measured in days. The weight of the yeast population increases according to the equation = ky, where k is a constant. At time t = 0, the weight of the yeast population is 120 grams and is increasing at the rate of 24 grams per day. Which of the following is an expression for y(t)? (A) 120e24 (8) 120es YC) es +119 (D) 24t + 120 STARAES SE -- 1161 --i- 11 ---- N) ----S
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