What to create | Quiz |
Which subject | Mathematics |
What age group | Year or Grade 7 |
What topic | classifying triangles |
Question types | Close-ended |
Number of questions | 20 |
Number of answers | 4 |
Correct answers | Exactly 1 |
Show correct answers | |
Use images (descriptions) | |
Any other preferences |
A. A shape with four sides B. A shape with three sides C. A shape with five sides D. A shape with six sides
A. Scalene triangle B. Isosceles triangle C. Right triangle D. Equilateral triangle
A. Scalene triangle B. Isosceles triangle C. Right triangle D. Equilateral triangle
A. It has three unequal angles B. It has one angle that measures 90 degrees C. It has two sides of equal length D. It has no diagonal lines
A. 90 degrees B. 180 degrees C. 270 degrees D. 360 degrees
A. Scalene triangle B. Isosceles triangle C. Right triangle D. Equilateral triangle
A. 2 B. 4 C. 6 D. Infinite
A. Scalene triangle B. Isosceles triangle C. Right triangle D. Obtuse triangle
A. They are equal B. They are unequal C. They are both acute D. They are both obtuse
A. Its hypotenuse is the shortest side B. It has no acute angles C. It has two equal sides D. Its two non-hypotenuse sides are perpendicular to each other
A. Scalene triangle B. Isosceles triangle C. Acute triangle D. Obtuse triangle
A. They are all acute B. They are all obtuse C. They are all right angles D. They are not predictable
A. Scalene triangle B. Isosceles triangle C. Acute triangle D. Obtuse triangle
A. (base x height)/2 B. base x height C. base + height D. (base + height)^2
A. All sides are of equal length B. All angles are of equal measure C. It has no equal sides D. It has one angle that measures 90 degrees
A. Scalene triangle B. Isosceles triangle C. Right triangle D. Equilateral triangle
A. a + b = c B. a + b + c C. (base x height)/2 D. (base + height)^2
A. Scalene triangle B. Isosceles triangle C. Acute triangle D. Obtuse triangle
A. Scalene triangle B. Isosceles triangle C. Right triangle D. Equilateral triangle
A. They both measure 30 degrees each B. One measures 120 degrees and the other measures 90 degrees C. They both measure 60 degrees each D. This information is not enough to say anything about the other two angles.