In the figure O ABCD is square triangles drawn
on side Bc and hypotenuse Ac arc DBCEN AACE
then prove that A CABCE) = 1 A COACF)
r
D
B
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Step-by-step explanation:
△ABC and △DCB both are right angled triangle.
⇒ Both triangle have common hypotenuse.
⇒ In △ABC and △DCB
⇒ AC=DB [Given]
⇒ BC=CB [Common side]
∴ △ABC≅△DCB [By RHS property]
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