UCLA MFE AD + kira interview面经
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非大牛，能有个MFE的AD就很心满意足了...6月底才给decision，等的花儿都谢了，应该是会去了，求个录取群
Timeline: Round 3 2018.4.13 submit，6.3通知kira interview，6.28发通知。
感谢论坛里各位前辈为数不多的UCLA面经，回馈一波完整大批量面经给地里的小伙伴，废话不多说，直接上面经！
总共6道题目，其中第4题特别崩溃，一直上传错误，最后第4题总共做了7次，感觉要把第4题的题库刷完了….当然啦，面经题目就更多啦！
1. Explain why Anderson should offer you a seat in MFE program? What makes you different from the other applicants? (30s prep, 1 min video)
2. Did you sacrifice your own time to complete a task? How do you deal with it and what’s the outcome? (30s prep, 1 min video)
3. When at work, if you make a mistake, but it is not obviously your mistake, what would you do? (45s prep, 1min 30s video，印象中这个时间长一点)
4. 7道题，每次出现的都是新题，刷个够！(3min看题，20s prep, 2min video explain answer)
（1）if n=1 or n=2,
f(n)=1;
else f(n)=f(n-1)+f(n-2).
print f(7)
(2) temp=0, i=1
while (i<=n)
temp=temp+a(i);
i=i+1;
print temp
(3) a=3, b=5, c=0;
c=a, a=b, b=3;
print a, b
(4) integration of x^(2/3) from 0 to 1
(5) Random variable X is 2 with probability 0.6 and -2 with probability 0.4. 求E(X)
(6) limit of (ln x / x^2) when x approaches infinity.
(7) f(t)的积分，上限x，下限0，积分后再对x求导，求结果
5. Randomly pick 3 pokers from a pack of pokers. What’s the probability of one K, one Q and one A? (5 min written)
6. What is the difference between a Call Option and a Put Option? (45s prep, 1 min 30s video)
Timeline: Round 3 2018.4.13 submit，6.3通知kira interview，6.28发通知。
感谢论坛里各位前辈为数不多的UCLA面经，回馈一波完整大批量面经给地里的小伙伴，废话不多说，直接上面经！
总共6道题目，其中第4题特别崩溃，一直上传错误，最后第4题总共做了7次，感觉要把第4题的题库刷完了….当然啦，面经题目就更多啦！
1. Explain why Anderson should offer you a seat in MFE program? What makes you different from the other applicants? (30s prep, 1 min video)
2. Did you sacrifice your own time to complete a task? How do you deal with it and what’s the outcome? (30s prep, 1 min video)
3. When at work, if you make a mistake, but it is not obviously your mistake, what would you do? (45s prep, 1min 30s video，印象中这个时间长一点)
4. 7道题，每次出现的都是新题，刷个够！(3min看题，20s prep, 2min video explain answer)
（1）if n=1 or n=2,
f(n)=1;
else f(n)=f(n-1)+f(n-2).
print f(7)
(2) temp=0, i=1
while (i<=n)
temp=temp+a(i);
i=i+1;
print temp
(3) a=3, b=5, c=0;
c=a, a=b, b=3;
print a, b
(4) integration of x^(2/3) from 0 to 1
(5) Random variable X is 2 with probability 0.6 and -2 with probability 0.4. 求E(X)
(6) limit of (ln x / x^2) when x approaches infinity.
(7) f(t)的积分，上限x，下限0，积分后再对x求导，求结果
5. Randomly pick 3 pokers from a pack of pokers. What’s the probability of one K, one Q and one A? (5 min written)
6. What is the difference between a Call Option and a Put Option? (45s prep, 1 min 30s video)
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