Problem 3

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Question 3 Question 3 a) Given the function: f(x) = 3(x-2)^2 + 2, determine the derivative of the function and find the equation of the line tangent to f(x) when x is 4. b) The points of intersection between the lines tangent to g(x) when x=4 and the line tangent to f(x) when x=5 are the centers of three circles with a radius of 5. Determine the equations of the circles where g(x)= squareroot[x].

Transcript of Problem 3

Page 1: Problem 3

Question 3Question 3

a) Given the function: f(x) = 3(x-2)^2 + 2, determine the derivative of the function and find the equation of the line tangent to f(x) when x is 4.

b) The points of intersection between the lines tangent to g(x) when x=4 and the line tangent to f(x) when x=5 are the centers of three circles with a radius of 5. Determine the equations of the circles where g(x)= squareroot[x].

Chapter 3: Problem Analysis Problem Solving & Algorithms (DCT 1123)

Chapter 3: Problem Analysis Problem Solving & Algorithms (DCT 1123)

3 problem solving

3 problem solving

Medical problem 3 4

Medical problem 3 4

Problem Area 3

Problem Area 3

[3] Transportni Problem

[3] Transportni Problem

REVIEW PROBLEM 3

REVIEW PROBLEM 3

Think about the Problem Problem Solving Module Session 3.

Think about the Problem Problem Solving Module Session 3.

3 Point Problem

3 Point Problem

1 STANDARD 1.2 MULTIPLYING FRACTIONS PROBLEM 1 PROBLEM 4PROBLEM 3 PROBLEM 2 PROBLEM 5 PROBLEM 8PROBLEM 7 PROBLEM 6 PROBLEM 9 AREA OF A RECTANGLE EQUIVALENT.

1 STANDARD 1.2 MULTIPLYING FRACTIONS PROBLEM 1 PROBLEM 4PROBLEM 3 PROBLEM 2 PROBLEM 5 PROBLEM 8PROBLEM 7 PROBLEM 6 PROBLEM 9 AREA OF A RECTANGLE EQUIVALENT.

Problem Solutions – Chapter 3 Problem 3.1.1 Solution16468A0E4A03D124007... · Problem Solutions – Chapter 3 Problem 3.1.1 Solution ... Since the CDF of X is a continuous function,

Problem Solutions – Chapter 3 Problem 3.1.1 Solution16468A0E4A03D124007... · Problem Solutions – Chapter 3 Problem 3.1.1 Solution ... Since the CDF of X is a continuous function,

1 PROBLEM 1 PROBLEM 3 PROBLEM 2 PROBLEM 4 PROBLEM 5 PROBLEM 8PROBLEM 7 PROBLEM 6 STANDARD 13 SUPPLEMENT AND COMPLEMENT: NUMERIC PROBLEM 10PROBLEM 9 PRESENTATION.

1 PROBLEM 1 PROBLEM 3 PROBLEM 2 PROBLEM 4 PROBLEM 5 PROBLEM 8PROBLEM 7 PROBLEM 6 STANDARD 13 SUPPLEMENT AND COMPLEMENT: NUMERIC PROBLEM 10PROBLEM 9 PRESENTATION.

Research Problem Topic 3

Research Problem Topic 3

MA-643 (Algebraic Topology) Assignment · 2015-03-03 · Assigned Problem Solution 3. 132123005 (AYAN SENGUPTA) 3.1Assigned Problem Problem-1 Problem-2 Problem-3 (7, 4.3) (46, 4.8)

MA-643 (Algebraic Topology) Assignment · 2015-03-03 · Assigned Problem Solution 3. 132123005 (AYAN SENGUPTA) 3.1Assigned Problem Problem-1 Problem-2 Problem-3 (7, 4.3) (46, 4.8)

Problem 2 Group 3

Problem 2 Group 3

Chapt 3 Problem Solving

Chapt 3 Problem Solving

Sample Problem #3

Sample Problem #3

Problem Solveingchp 3

Problem Solveingchp 3

Problem Solving Bk 3

Problem Solving Bk 3

Problem Set 3

Problem Set 3

1 POLYNOMIAL FUNCTIONS PROBLEM 4 PROBLEM 1 Standard 3, 4, 6 and 25 PROBLEM 3 PROBLEM 2 PROBLEM 8 PROBLEM 5 PROBLEM 7 PROBLEM 6 PROBLEM 9 PROBLEM 10 END.

1 POLYNOMIAL FUNCTIONS PROBLEM 4 PROBLEM 1 Standard 3, 4, 6 and 25 PROBLEM 3 PROBLEM 2 PROBLEM 8 PROBLEM 5 PROBLEM 7 PROBLEM 6 PROBLEM 9 PROBLEM 10 END.