Question

it is known that p+q=6 and p=r. Show that r+p=6 Euclid's axioms.

Answer 1

p=r

p+q=6

put r in place of p as p=r

=r+q=6

therefore it is proved...

Answer 2

Answer:

$r+q=6$

Step-by-step explanation:

Given :$p+q=6$ and $p = r$

To Find : Show that r+p=6

Solution :

$p+q=6$

We are given that p = r

Substitute the value

So, $r+q=6$

So, Shown $r+q=6$

Hence proved .