Question

If the area of the triangle BGC is 28 square units and the centroid of the triangle is G. Then, find the
area of the triangle ABC is equal to.​

Answer 1

Area of the ΔABC = 84 units.

Explanation:

Centroid is the all 3 medians in a triangle are at the point of intersection or concurrence of these medians.

Since, triangle BCG is one among the 3 triangles of equal area and its area is 1/3 of the original triangle.

Because triangle had been divided into 3 triangles of equal area.

As we know,  Area of ΔABC = Area of ∆BCG × 3

                                          = 28×3

                                          = 84 units.

To Learn More...

1.How to find area of centroid of a triangle?

https://brainly.in/question/15461225

2.If G is centroid of triangle ABC then the area of triangle AGB

https://brainly.in/question/7468774

Answer 2

Answer:

Area of the triangle=84 Units