Question

a. use the triangle at the right. draw the height that corresponds to the side labeled as the base. then write the lengths of the base and height. base = 8 units height = 3 units b. use the triangle at the right. draw the height that corresponds to the side labeled as the base. c. choose one side of the triangle at the right to be the base of the triangle. then draw the height that corresponds to that base. label the base b and the height h.

Explanation:

Step1: Identify base and height for right - angled triangle

For a right - angled triangle, the two sides forming the right angle can be considered as base and height. In the first triangle (a), if we consider the side labeled as base, the height is the side perpendicular to it.

Step2: Determine lengths for grid - based triangle

In the second triangle (b) on the grid, we count the number of grid units for base and height. By counting, base = 8 units and height = 3 units.

Step3: Draw height for non - right angled triangle

For the third triangle (c), we choose a side as the base. Then we draw a line from the opposite vertex perpendicular to the chosen base to represent the height.

Answer:

a. Identify base and height as sides forming right angle.
b. base = 8 units, height = 3 units.
c. Choose a side as base and draw perpendicular height from opposite vertex.