<p>Can anyone PLEASE post the hard questions from the math iic test is the real sat ii book (i.e. level 4 and level 5 questions). Post one or post them all, any response at all would be greatly apreciated!!!! I need an idea of the hard questions to expect saturday. Post the question and the choices only. </p>
<p>By the way, is the june sat math iic always hard, cause it was last year???</p>
<p>BUMP! Anyone PLEASE HELP!!!!!!!!! Any feedback at all would be appreciated!!!!!!!</p>
<p>14% answered this one correctly:
Which of the following has an element that is less than any other element in that set?
I.The set of positive rational numbers
II The set of positive rational numbers r such that r squared >= 2
III. The set of positive rational numbers r such that rsquared>4.</p>
<p>A none
B I
C II
D III
E I +III</p>
<p>is the answer B?</p>
<p>I think the answer is B.</p>
<p>Is it A? Because there can be an infinite # of rational # fo either one it seems.</p>
<p>i say A because u can always get a fraction lower than the one u have .... even if u get up to 1/99999999999999999999999999999 u can add one more 9 and make it smaller</p>
<p>Agreed.</p>
<p>"A."</p>
<p>The answer is A
I. There is always a smaller number Ex: .1, .01,.001 etc.
II. root 2, the smallest number in the set, is irrational.
III. root of 4 is 2. r must be greater than 2 (or less than negative 2) so it would be arbitralily approaching 2 from the right, so there is no least element in the set.</p>
<p>Wow. Not too easy a question, I'd have to say. Is that level 4 or 5?</p>
<p>It does not say, just the percent of students who answered correctly. It was #47. When I took the IIc, there was a question of similar spirit, conceptualized, with roman numerals, asking which of these is possible, and gave like variations of cossquared +sin squared=1. Expect one of these at the end.</p>