<p>I will start with one which came in released PSAT exam.</p>
<p>In a certain parking lot that contains 200 cars, 50 percent of the cars are red, 60 percent are four-door cars, and 70 percent have alloy trims. What is the greatest number of cars in the parking lot that could be green two-door cars with alloy trims?</p>
<p>If there are 200 cars, 100 of them are red, 120 of them have 4 doors and 140 of them have alloy trims. So 100 of them are green, 80 of them have two doors, and 140 of them have alloy trims.</p>
<p>We look for the least possible number here for the greatest possible number (sounds weird, but it doesn’t say or, it says and, all 3 attributes combined). So isn’t it 80? Am I missing something?</p>
<p>The graph above (can’t draw, but the vertex is at -4) shows the function g, where g(x) = k(x+3)(x-3) for some constant k. If g(a - 1.2) = 0 and a > 0, what is the value of a?</p>
<p>Attempt to draw it yourself first (you should know how, it might help in the SAT, yes I know you don’t draw on the SAT and it sure as hell will help in high school), if you can’t, click for my drawing:</p>
<p>Rectangle ABCD lies in the xy-coordinate plane so that its dies are NOT parallel to the axes. What is the product of all four sides of rectangle ABCD?</p>