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MIP2601 Assignment 3 Marked (Achieved 99%)

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This is a marked assignment which achieved 99%. This assignment may help you with yours. The mark is really good and you will get to see where I lost 1 mark so you do not make the same mistake. This is Assignment 3 of MIP2601 which is a Mathematics Module. I submitted this assignment on the 4th of July 2022. Hope this assignment helps you achieve a really good mark. Please use this assignment as a guide and do not copy and paste. Thank You.

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Institution
University Of South Africa (Unisa)
Course
MIP2601 (MIP2601)

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MIP2601
Mathematics for Intermediate Phase
Teachers III

Assignment 3
Year Module

Unique Assignment Number:
890038

Assignment Due Date:
04 July 2022

Student Number:
62846701

Kristin Nicole Chetty

, Question 1
1.1.
Given: AB ≅ AC
Prove: ∠B ≅ ∠C

Statement Explanation Illustration
AB ≅ AC GIVEN




Construct ∠ bisector of Every angle has one
∠A angle bisector.




∠BAD ≅ ∠CAD This is by definition of
an angle bisector.
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Institution
University of South Africa (Unisa)
Course
MIP2601 (MIP2601)

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Uploaded on
October 28, 2022
Number of pages
12
Written in
2022/2023
Type
OTHER
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Subjects

  • assignment 3
  • 2022
  • excellent mark
  • guide
  • help
  • mip2601
  • assignment
  • 99
  • 99100
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