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The figures are similar. Find the area.

The area of â–³ABC is 15 square cm. The height of â–³ABC is 5 cm and the height of â–³DEF is 13 cm. Find the area of â–³DEF. Round to the nearest square cm if necessary.

a. 86 cm2
b. 26 cm2
c. 101 cm2
d. 106 cm2

Respuesta :

sqdancefan

Answer:

  c.  101 cm²

Step-by-step explanation:

The ratio of areas is the square of the ratio of linear dimensions, such as height. The area of the larger ΔDEF is (13/5)² times that of the smaller ΔABC.

  Area DEF = (13/5)²×(15 cm²) = 101.4 cm² ≈ 101 cm² . . . . matches choice C

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