Hi Habeeba,
If I were to tell you that John is 7 years old you would tell me that Candy is 9, right?
What if he is 11? You wouldn't have a problem knowing that Candy is 13. And so on.
How did you find out that Candy is 9 when I told you that John is 7? You added 2!
Now if you start saying that John is "x" years old - and you don't even know what "x" is yet - how old should Candy be?
Answer - you just add 2 like you did before and say "x + 2"
If you would call Cindy's age "y" now you have "y" equaling "x + 2", that is your equation 1.
y = x + 2 eq(1)
If John is "x" years old now how old will he be 15 latter? x + 15, right?
What about Candy? if she is "y" years old now, how old will she be 15 years from now? y + 15, right?
At that 15 year the ratio of John's age to that of Candy is 9:11.
All this means is that if you were to divide John's age at that time with that of Candy (YOU DON'T CALCULATE YET. YOU JUST SET UP) you will get 9/11
=> (x+15)/(y + 15 = 9/11 //but you now know that y = x + 2
=> (x+15)/(x+2+15) = 9/11
I hope this helps