<p>cbreeze is right. </p>
<p>Pomona is an excellent school for many reasons, not the least of which is the Rhodes count and the fact it has fostered more Fulbright Scholars per capita than any other US academic institution 2 out of the last 3 years.</p>
<p>It is also one of the ten most difficult schools in the US to get into (15.7% vs Berkeley’s 26%); is fifth nationally in terms of highest applicant SAT scores, just behind MIT and ahead of Yale (BTW: Berkeley isn’t even in the top 10); Pomona ranks 13th nationally among all US academic institutions as a feeder school to elite US medical, business and law schools (again, Berkeley isn’t even in the top 35); and adjusted for size, Pomona ranks 15th nationally as a producer of PhD grads *within 0.7% of Harvard, Princeton and Yale. Again, Berkeley doesn’t even make the top 30)</p>
<p>RML says: </p>
<p>Pomona is not as prestigious as Berkeley… This is true even for High School Counselors across America:</p>
<p>Berkeley - 4.7
Pomona - 4.6 </p>
<p>Ooooooh. With that kind of huge, statistically significant difference between the two on grading an obviously subjective parameter, I guess we’re forced to declare “Case closed!”, aren’t we? Nonsense. </p>
<p>Prestige, schmestige. People want the best educational experience possible, and that has more to do with school fit, comfort level and personal initiative than some level of arbitrarily assigned “prestige”. Besides, in Berkeley’s case, like most large universities I suspect their prestige has as much to do with the high profile of their sports teams as it does their academic offerings.</p>
<p>To suggest unequivocally that a generic Berkeley student will enjoy greater prestige, more opportunity, a better education and secure a better career making more money than a generic Pomona student is absurd on its face.</p>
<p>Berkeley is not better because you or anyone else says so. Both Pomona and Cal are top tier schools, and if a student ends up in the right place for them personally and academically either will give them their money’s worth. </p>
<p>To argue otherwise is to childishly wrestle over the number of angels that can fit on the head of a pin.</p>