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MGF 1106 Mathematics for Liberal Arts MGF 1106 Exam 3 Practice Test Review Questions with Correct Answers | 100% Pass Guaranteed | Graded A+ | $14.99
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MGF 1106 Mathematics for Liberal Arts MGF 1106 Exam 3 Practice Test Review Questions with Correct Answers | 100% Pass Guaranteed | Graded A+ |

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MGF 1106 Mathematics for Liberal Arts MGF 1106 Exam 3 Practice Test Review Questions with Correct Answers | 100% Pass Guaranteed | Graded A+ |

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  • December 11, 2024
  • 6
  • 2024/2025
  • Exam (elaborations)
  • Questions & answers
  • mgf 1106 exam 3
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Mathematics for Liberal Arts
MGF 1106
MGF 1106 Mathematics for liberal Arts 1
MGF 1106 Exam

Course Title and Number: MGF 1106 Mathematics for liberal
Arts 1 Exam
Exam Title: MGF 1106 1 Exam
Exam Date: Exam 2024- 2025
Instructor: [Insert Instructor’s Name]
Student Name: [Insert Student’s Name]
Student ID: [Insert Student ID]

Examination
180 minutes
Instructions:
1. Read each question carefully.
2. Answer all questions.
3. Use the provided answer sheet to mark your responses.
4. Ensure all answers are final before submitting the exam.
5. Please answer each question below and click Submit when you have completed
the Exam.
6. This test has a time limit, The test will save and submit automatically when the
time expires
7. This is Exam which will assess your knowledge on the course Learning
Resources.


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MGF 1106 Mathematics for Liberal Arts 1 2024-
2025
MGF 1106 Exam 3 Practice Test Review Questions with
Correct Answers | 100% Pass Guaranteed | Graded A+ |
Read All Instructions Carefully and Answer All the
Questions Correctly Good Luck:
Finite Geometric Sum - =Answer>> a(1-r^N+1/1-r)
and contains N+1 numbers

Infinite Geometric Sum - =Answer>> a(1/1-r)

How to find number of copies or SF - =Answer>>
Number of copies = square of scale factor

Dimension Formula - =Answer>> d=log(N)/log(k)

Koch Curve Replacement Rule - =Answer>> Perimeter
increases by a factor of 1/3
Perimeter is infinite

Koch Snowflake Replacement Rule - =Answer>>
Perimeter increases by x4/3
Number of sides added increases by x4
Length of each side added decreases by x1/3
Area of each triangle decreases by x1/9
Total new area added=number of triangles added x
area of each triangle added
Area of snowflake=previous area of snowflake + total
new area added
(Area is finite; Perimeter is infinite)



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