Natural Deduction in propositional logic

I am trying to solve this but I am not too sure whether I am doing this right

p V ( q ʌ r)
----------
p V q


and I know this can be proved using V-E rule.

But I just don't know the step maybe because i am new to this thing. Please help me..

There are several flavors of natural deduction: Fitch style, tree style with formulas as nodes and tree style with sequents as nodes. The following is a derivation in tree style with formulas (the picture is clickable).

Attachment 24444

Fee free to ask further questions if this format is not clear.

if you don't mind could you please represent this in Fitch style so that I can check whether I 've got this right? thank you very much Mr. emakarov!

Fitch style is something like this.

Code:

---

1. p \/ (q /\ r)        Assumption
2.  p                        Assumption
3.  p \/ q                2, \/I
4.  q /\ r                Assumption
5.  q                        4, /\E
6.  p \/ q                5, \/I
7. p \/ q                1,2-3,4-6, \/E

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Thank you for your kindness