Question

BD and CE are the attitudes of triangle ABC such that BD is equal to each state the three pairs of equal parts in Triangles CBD and triangle BCE​

Answer 1

Answer:

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

△BCD≅△CBE

From above, we can see that three pairs of matching part are two equal sides which are used for RHS test and other id right angle of both triangles which need not to be written when using RHS.

Step-by-step explanation:

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Answer 2

Step-by-step explanation:

in figure 7.33 BD and CE are altitudes of triangle ABC such that BD equal to C state the three pairs of equal parts in triangle CBD and triangle DBC second is triangle CBD congruent to triangle BAC why or why not is angle ACB is equal to angle abc why or why not