5 ms·
Tell me more about how Asian Americans have to have better grades than Whites, Blacks and Latinos to get into the same school because they are somehow worse.
by netheril96 4y ago
Tell me more about how Asian Americans have to have better grades than Whites, Blacks and Latinos to get into the same school because they are somehow worse.
- John23832 4y agoBecause amongst similarly qualified candidates we are THEN allowed to differentiate. It's the same reason you may pursue extracurricular and then put them on your college resume. Differentiation. Where's your crocodile tears for Vietnamese kid from south central (where the Vietnamese in America are on the lower end of the economic scale) who is admitted to Harvard instead of a Chinese, Korean, Japanese, or Indian kid from a well to do family? Lets segment Asian Americans and see how you feel. When opportunity is equally earned, we can then look to representation. Your argument is just an attempt to claim all spoils.
- netheril96 4y agoI don’t understand your case about Vietnamese being admitted to Harvard at all, or how I would have tears let alone crocodile tears. Your words make no sense.
- John23832 4y agoI guess english is not your primary language, because it's plain english.
- UncleMeat 4y agoIt is illegal to do what Harvard is doing in hiring decisions. It may even be illegal for Harvard to do what it is doing, given how the supreme court decides to rule. Affirmative Action doesn't exist in employment.
- netheril96 4y agoAffirmative action definitely exists in hiring. There are racial and gender quotas.
- UncleMeat 4y agoSuch a quota would be very loudly illegal.
- anticensor 4y agoWhy would it be illegal to have two separate but otherwise identical simultaneous job postings, one only covering the protected group and one only covering the unprotected group? Like, 10 males and 10 females, or 10 whites and 10 non-whites, or 10 elders and 10 youngsters, as long as they are employed without such seggregation after hiring.
- 8note 4y agoI'd guess that Asians with lower grades are less likely to apply. You'd get a distribution that looks like that even with completely random acceptance