A triangle has vertices P(0, 0), Q(6, 0) and R(6, 4).
Using the base PQ on the $x$ -axis and the height QR, find the area of the triangle in square units.

Question

A triangle has vertices P(0, 0), Q(6, 0) and R(6, 4). Using the base PQ on the x-axis and the height QR, find the area of the triangle in square units.

Accepted Answer

12. Base PQ = 6 units (along x-axis) and height QR = 4 units (vertical). Area = 1/2 x 6 x 4 = 12 square units.

A triangle has vertices P(0, 0), Q(6, 0) and R(6, 4).
Using the base PQ on the $x$ -axis and the height QR, find the area of the triangle in square units.

Step-by-Step Solution

Master this chapter in 30 minutes a day.

More Class 9 The Cartesian Plane practice

A triangle has vertices P(0, 0), Q(6, 0) and R(6, 4).Using the base PQ on the x-axis and the height QR, find the area of the triangle in square units.

Step-by-Step Solution

Master this chapter in 30 minutes a day.

More Class 9 The Cartesian Plane practice

A triangle has vertices P(0, 0), Q(6, 0) and R(6, 4).
Using the base PQ on the $x$ -axis and the height QR, find the area of the triangle in square units.