Hi btan219,
You've just described your *REAL* problem - you're staring at the question and trying to make connections in your head. STOP doing that. Try this instead...
Most Quant questions involved 3-5 steps. Find 1 step (ANY step) and deal with it. Then move on to the next step....
"The area of a square garden is A square feet and the perimeter is P feet."
1) Draw a square. Seriously. Don't do anything else until you have drawn a square.
2) What do you know about squares? They have 4 equal sides, right? Label those sides with a variable (e.g. X). DO IT RIGHT NOW.
3) What are the formulas for Area of a square and Perimeter of a square. WRITE THEM DOWN.
You should now have the following on your pad:
1) A picture of a square with an "X" next to each of its sides.
2) The following 2 formulas (and labels):
A = area = X^2
P = perimeter = 4X
These are all ESSENTIAL steps to solving this problem, but I'm not sure if you're actually doing them.
Next, we're told "If A=2P+9...." Write THAT down on your pad.
If you're not sure what to do next, think about how THIS info connects with the prior work you've done. There are NOT going to be 100s of different things you can do. Notice that this equation uses the same variables that you wrote down in the prior steps (the "P" and the "A"). At this point, it's algebra (substitution and reverse FOIL-ing) because that's the ONLY thing you can do with this info.
You're not going to see this exact question again, but you will see questions that test these formulas and algebra concepts. So don't memorize this exact situation; instead, memorize the process: Draw pictures, take notes, write down formulas, do calculations as needed, etc....1 step at a time.
GMAT assassins aren't born, they're made,
Rich
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