Prove parallelogram side theorem for segments

STATEMENTS:                                        

1.ABCD                                                        

2.AB cong. CD

3.BC cong. DA

4.DRAW AC

5.BCA and DAC are alt. angles

6.DCA and BAC are alt. angles

7.BAC cong. DCA

8. BCA  cong. DAC

9. ABC cong. CDA

10.AB cong. CD

11. BC cong. DA

REASONS:

1. given

2. def. of parallelogram

3. def. of parallelogram

4. unique line postulate

5. def. of interior angles

6.  def. of interior angles

7. alternate angles theorem

8. alternate angles theorem

9. reflexive property

10. ASA

11. CPCTC

* GLAD I COULD HELP HAVE A GOOD DAY !

True

Step-by-step explanation:

In Mathematics, A radical symbol is defined as √

It is an expression that is uses a root, such as the square root (√ ) or cube root ( ∛ )

To fully show a radical expression:

A is the radicand

√ is the radical symbol

Here, the degree is 2.

Quotient Rule for Radicals

For non- negative real numbers, x and y:

=

Example :

= = = 2

So, in simplifying radicals, quotient rule is used as demonstrated above. So the condition is true