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I’ll give brainliest if right!!

If ΔAED is dilated to points A, C, and B, which statement is true?
A) ΔAED ~ ΔACB
B) ΔAED ≅ ΔACB
C) The area of ΔAED is half the area of ΔACB
D) The perimeter of ΔAED is one-fourth the area of ΔACB

Ill give brainliest if right If ΔAED is dilated to points A C and B which statement is true A ΔAED ΔACB B ΔAED ΔACB C The area of ΔAED is half the area of ΔACB class=

Respuesta :

kunsoil

Answer:

A...similar triangles

Step-by-step explanation:

option b... the two triangles are not congruent

option c... the area of ∆AED= 3, ∆ACB= 12.. half of 12 is 6.. wrong

option d. perimeter of ∆AED= 8.60, area of ∆ACB = 12... one fouth of 12 =3. wrong.

option A.. similar triangles have the same shape but they necessarily don't need to have the same size. ... correct! both triangles are right angled triangles.

note.. perimeter is summation of all sides..

solving unknown side use Pythagoras formulae

hyp= √ height (sq) + base (sq)

area of ∆ = 1/2 * base * height...

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