Drag each condition to the correct location on the table.
Classify each condition based on the table headings.
A scalene triangle
with whole number
side lengths and a
perimeter of
15 inches.
A scalene triangle
with whole number
side lengths and a
perimeter of
6 inches.
A right triangle with
one leg length of
6 inches and an area
of 24 square inches.
An isosceles triangle
with the
non-congruent side
measuring 4 inches
and a perimeter of
8 inches.
Condition 1: Scalene triangle with whole number side lengths and a perimeter of 15 inches
- Scalene triangle: No sides are the same length
- Whole number side lengths: All side lengths are integers
- Perimeter of 15 inches: The sum of all three side lengths is 15 inches
Condition 2: Scalene triangle with whole number side lengths and a perimeter of 6 inches
- Scalene triangle: No sides are the same length
- Whole number side lengths: All side lengths are integers
- Perimeter of 6 inches: The sum of all three side lengths is 6 inches
Condition 3: Right triangle with one leg length of 6 inches and an area of 24 square inches
- Right triangle: One angle is a right angle (90 degrees)
- One leg length of 6 inches: One of the sides forming the right angle is 6 inches long
- Area of 24 square inches: The product of the two legs divided by 2 is 24 square inches
Condition 4: Isosceles triangle with the non-congruent side measuring 4 inches and a perimeter of 8 inches
- Isosceles triangle: Two sides are the same length
- Non-congruent side measuring 4 inches: One side is 4 inches long while the other two are equal in length
- Perimeter of 8 inches: The sum of all three side lengths is 8 inches
Do they have No triangles, One Triangle, More than one triangle
Condition 1: One Triangle
Condition 2: No triangles
Condition 3: One Triangle
Condition 4: One Triangle