How Big Is My Triangle? Calculating the Area of a Triangle
Feb 24, 2016
How Big Is My Triangle?
Calculating the Area of a Triangle
A triangle is one-half of a parallelogram.The second triangle has been turned upside down.
When the second triangle is placed adjacent to the first one, the two triangles form a parallelogram.
1st triangle
2nd triangle
You know how to find the area of a parallelogram.
Base (b) = 6 in
Height (h) = 4 in
Base × Height (b × h) = Area6 × 4 = 24 square inches
If a triangle is half of a parallelogram, how do you think you find the area of a triangle?
Multiply base by height (b × h)
Multiply base by height and divide by 2(b × h) ÷ 2
Multiply base by height and multiply by 2b × h × 2
So, how do you find the base and height of a triangle?
A right triangle is easy
This isosceles triangle isn’t too hard
This scalene triangle can be a little more challenging
height
base
base
height
height
base
What is the area of the triangle below?
Use the formula (b × h) ÷ 215 square inches
10 square inches
7½ square inches3 in
5 in
Yes
No
Is the area of this triangle 8 square inches?
4 inches
4 inches
Draw lines to show where you could measure the base and height of this triangle.
If this triangle has the specified base and height, what is its area?
21 square inches
42 square inches
13½ squareinches
6 in
7 in
Draw lines to show where you could measure the base and height of this triangle.
If this triangle has the specified base and height, what is its area?
4½ square inches
18 square inches
9 square inches
9 in2 in