Dbe is obtained by enlarging abc. if the area of abc is 3 square units, what is the area of dbe? 27 square units 24 square units 12 square units 9 square units

To understand the problem better, see attached picture for the additional information of the two triangles. The given conditions are enumerated below:
Area of ABC = 3 u²
Area of DBE = unknown
the length of BA = 2 units
the length of BD = 6 units
 Solving the ratio of BA and BD, we have:
ratio = 2 / 6 = 1 / 3
We can say that the area od BDE is enlarged by a ratio of three such as:
Area of ABC / Area of DBE = 1 /3
3 / Area of DBE = 1 /3, perform cross multiplication such as:
Area of DBE = 3*3
Area of DBE = 9 units²

The answer for the area of DBE is 9 square units.

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