Question

please answer this question please please please answer this question please please please​

Answer 1

• By RHS congruence condition if hypotenuse and  one side of one right triangle are equal to hypotenuse and one side of other right triangle then both right triangles are congruent.

It is given that BD=CE and BC is the hypotenuse of small triangles CEB and BDC

So, In right triangles BCD and CBE

BC=CB=common side⋯⋯[hypotenuse] 

And BD=CE=given⋯⋯[sides of right triangles]

So, by RHS condition 

△CBD≅△BCE

• Yes, △CBD≅△CBE
• Yes, △DCB≅△EBC

Hope this helps you

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Answer 2

Answer:

1) BD=CE( given)..

BC is common

angle CDB= angle BEC = 90°

2)yes as it satisfies the above conditions☝️☝️

so ∆CBD~= ∆BCE

3)how can a triangle be equal to a angle

Step-by-step explanation:

hope this helps