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(4) Given matrix A = and that h(T) = T² – 2T – 7, find h(T).

(4) Given matrix A = and that h(T) = T² – 2T – 7, find h(T).

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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Please assist with question 4. You are required to find  H(A)

Ans X Ans x b Search re b Answere b Answere o Grac x O (50) Piece b another M Fwd: Mir O (65) MY O FOUN 10 A ECON100 is functic O File | C:/Users/17844/Downloads/Graded%20Group%20Assignment%20Semester%202%202020-2021.pdf + (D Page view A Read aloud V Draw 9 Highlight O Erase 3 of 7 Problem Set C (1) The revenue for a product is R(x) = -0.004x² + 21x – 6200 and the cost is C(x) = 0.02x + 38, for x units produced and sold. (a) Find the marginal profit for 2800 units. (b) Should output be increased or decreased to generate a higher profit? 1- x (2) Find all the points of discontinuity of the function S(x) = }x + 2 (x² – 4 0 <x<1 1<x< 3 x2 3 (3) Using the appropriate approach covered in Unit 6 of this Course along with knowledge gained in Unit 1 and 2, verify whether the limit to infinity of n(n + 1)(n + 2)-1(n + 3)-1 is equal to one. (4) Given matrix A = and that h(T) = T? – 2T – 7, find h(T). Problem Set D 10:32 am P Type here to search ^ O O E 4») ENG 07/04/2021 近
Transcribed Image Text:Ans X Ans x b Search re b Answere b Answere o Grac x O (50) Piece b another M Fwd: Mir O (65) MY O FOUN 10 A ECON100 is functic O File | C:/Users/17844/Downloads/Graded%20Group%20Assignment%20Semester%202%202020-2021.pdf + (D Page view A Read aloud V Draw 9 Highlight O Erase 3 of 7 Problem Set C (1) The revenue for a product is R(x) = -0.004x² + 21x – 6200 and the cost is C(x) = 0.02x + 38, for x units produced and sold. (a) Find the marginal profit for 2800 units. (b) Should output be increased or decreased to generate a higher profit? 1- x (2) Find all the points of discontinuity of the function S(x) = }x + 2 (x² – 4 0 <x<1 1<x< 3 x2 3 (3) Using the appropriate approach covered in Unit 6 of this Course along with knowledge gained in Unit 1 and 2, verify whether the limit to infinity of n(n + 1)(n + 2)-1(n + 3)-1 is equal to one. (4) Given matrix A = and that h(T) = T? – 2T – 7, find h(T). Problem Set D 10:32 am P Type here to search ^ O O E 4») ENG 07/04/2021 近
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