, MIP2601/102/0/2025
MIP2
Due date: 14 JULY 2025, TIME: 08:00
Remember
Make sure you fill in the following information in the
space provided on the mark-reading sheet.
• module code: MIP2601
• unique number: 818210
• assignment number: 03
Question 1: Inductive Reasoning
1.1. Using only a straightedge and reasoning, try to make the
angles with the measures below. Then describe your
reasoning process. After making each angle, check your work
using a protractor and determine the percentage error.
a. 30° (2)
b. 45° (2)
c. 100° (2)
d. 300° (2)
e. 67° (2)
2
, MIP2601/102/0/2025
1.2. In the figure below, lines 𝐴 and 𝐶 are perpendicular
a. Name two complementary angles (2)
b. Name two supplementary angles (2)
c.Name two vertical angles (2)
d. Name two adjacent angles (2)
1.3. Indicate whether the statements below are true or false. If
true, explain why. If false, explain why
a. If two distinct lines do not intersect, then they are parallel
(1)
b. If two lines are parallel, then they lie in the same plane (1)
c. If two lines intersect, then they lie in the same plane (1)
d. If a line is perpendicular to a plane, then it is perpendicular
to all lines in that plane(1)
e. If three lines are concurrent, then they are also coplanar.
(1)
f. If two planes intersect, then the intersection is either a
point or a line. (1) 1.4. Name all the possible different rays
that can be formed from the three points (1)
3
MIP2
Due date: 14 JULY 2025, TIME: 08:00
Remember
Make sure you fill in the following information in the
space provided on the mark-reading sheet.
• module code: MIP2601
• unique number: 818210
• assignment number: 03
Question 1: Inductive Reasoning
1.1. Using only a straightedge and reasoning, try to make the
angles with the measures below. Then describe your
reasoning process. After making each angle, check your work
using a protractor and determine the percentage error.
a. 30° (2)
b. 45° (2)
c. 100° (2)
d. 300° (2)
e. 67° (2)
2
, MIP2601/102/0/2025
1.2. In the figure below, lines 𝐴 and 𝐶 are perpendicular
a. Name two complementary angles (2)
b. Name two supplementary angles (2)
c.Name two vertical angles (2)
d. Name two adjacent angles (2)
1.3. Indicate whether the statements below are true or false. If
true, explain why. If false, explain why
a. If two distinct lines do not intersect, then they are parallel
(1)
b. If two lines are parallel, then they lie in the same plane (1)
c. If two lines intersect, then they lie in the same plane (1)
d. If a line is perpendicular to a plane, then it is perpendicular
to all lines in that plane(1)
e. If three lines are concurrent, then they are also coplanar.
(1)
f. If two planes intersect, then the intersection is either a
point or a line. (1) 1.4. Name all the possible different rays
that can be formed from the three points (1)
3
