Geometry, NAPX-F4-NC13

Question

Which of the following triangle types is impossible to draw?

Worked Solution

An equilateral triangle has all angles = 60°\degree.

∴\therefore {{{correctAnswer}}} is impossible

Variant 0

DifficultyLevel

609

Question

Which of the following triangle types is impossible to draw?

Worked Solution

An equilateral triangle has all angles = 60°\degree.

∴\therefore a right-angled, equilateral triangle is impossible

Question Type

Multiple Choice (One Answer)

Variables

Variable nameVariable value
correctAnswer
a right-angled, equilateral triangle

Answers

Is Correct?Answer
x

a right-angled, scalene triangle

✓

a right-angled, equilateral triangle

x

an obtuse-angled, isosceles triangle

x

an acute-angled, scalene triangle

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