Question

in figure 6 AB is equal to AD and angle BAC is equal to angle DAC prove that line segments CA bisects angle BCD ​

Answer 1

Given→AD=AB , ∠BCA=∠DAC

To prove→CA bisect ∠BCD or we can say ∠BCA=∠DCA

proof→in ∆ ABC and ∆ ADC

AB=AD(given)

AC=AC(common)

∠BAC=∠DAC(given)

so,∆ ABC≈∆ ADC(SAS)

and, ∠BCA=∠DCA(CPCT)

hence,proved.

hope it helps........

@#opeless

Answer 2

Answer:

Step-by-step explanation: