How many times does the triangle fit completely inside of the square?
How many times does the triangle fit completely inside of the square?
Given a rectangle ABCD which separated into a trapezoid and a right triangle
AB=12 KC=8 BC=4
How many triangles identical to the yellow triangle are needed to complete the given trapezoid?
Given a rectangle ABCD that was separated into a trapezoid and a right triangle.
DC=14 AD=5 KB=4
How many triangles identical to the yellow triangle are needed to complete the given trapezoid?
Given the rectangle ABCD which was separated into a trapezoid and a right triangle
AB=16 KC=14 BC=6
How many triangles identical to the yellow triangle are needed to complete the given trapezoid?
Rectangle ABCD is separated into a trapezoid (AKCD) and a right triangle (KBC).
DC = 14 cm
AD = 5 cm
KB = 4 cm
How many triangles identical to triangle KBC are needed to create the trapezoid AKCD?
How many times does the triangle fit completely inside of the square?
8
Given a rectangle ABCD which separated into a trapezoid and a right triangle
AB=12 KC=8 BC=4
How many triangles identical to the yellow triangle are needed to complete the given trapezoid?
5
Given a rectangle ABCD that was separated into a trapezoid and a right triangle.
DC=14 AD=5 KB=4
How many triangles identical to the yellow triangle are needed to complete the given trapezoid?
6
Given the rectangle ABCD which was separated into a trapezoid and a right triangle
AB=16 KC=14 BC=6
How many triangles identical to the yellow triangle are needed to complete the given trapezoid?
15
Rectangle ABCD is separated into a trapezoid (AKCD) and a right triangle (KBC).
DC = 14 cm
AD = 5 cm
KB = 4 cm
How many triangles identical to triangle KBC are needed to create the trapezoid AKCD?
6
How many times does the triangle fit inside the rectangle?
How many times does the triangle fit in the trapezoid?
How many times does the triangle fit inside the rectangle?
4
How many times does the triangle fit in the trapezoid?
3