Mental Math
2 + 2 - 1?
3 (quick mafs)
What are we doing next 8th period? (12/15)
Holiday Party!
Who founded modern calculus?
Sir Isaac Newton
Nikhil writes out the nine letters V, M, T, E, I, G, H, T, H in some order. Garrett goes through and highlights V , M, and one of the Ts yellow and the remaining letters pink such that the yellow letters spell V, M, T in that order (ignoring the pink) and the pink letters spell E, I, G, H, T, H in that order (ignoring the yellow). In how many orders could Nikhil have written out the nine letters from V, M, T, E, I, G, H, T, H?
VMT
How tall is Nikhil?
5' 9"
17th prime?
59
How many TSTs were there in the fall season?
Which Mathematician created a numerical pattern in the shape of a triangle?
Blaise Pascal
What is the greatest number of consecutive integers whose sum is 45?
AMC 10/12
To date, how many Pokemon have there been (in all generations)?
901 (850 - 950)
Let f(n) be the Nth Fibonacci number, what is (f(7)-f(6) * (f(6)-f(5)) * (f(5)-f(4)) * (f(4)-f(3)) * (f(3)-f(2)) * (f(2)-f(1)) * (f(1)-f(0))?
0
Take the number of letters in our sponsor's full name, multiply by the number of letters in our captain's full name, and subtract the number of letters in our clubs full name, what is the result?
165
How many zeros are in a googol?
100
Prove that there exists a positive constant c such that the following statement is true:
Consider an integer n>1, and a set S of n points in the plane such that the distance between any two different points in S is at least 1. It follows that there is a line L separating S such that the distance from any point of S to L is at least cn-1/3.
(A line L separates a set of points S if some segment joining two points in S crosses L.)
IMO
How many pieces of art are displayed in the Louvre?
35,000 (30,000 - 40,000)
55 + 44 + 33 + 22 + 11 + 00
3414
How many members took atleast one TST? (within 5)
115
What historical figure who has a famous mathematics theorem named for them, is believed to have been terrified of beans?
Pythagoras
Let AB be a chord of a circle w, and let P be a point on the chord AB. Circle w1 passes through A and P and is internally tangent to w. Circle w2 passes through B and P and is internally tangent to w. Circles w1 and w2 intersect at points P and Q. Line PQ intersects w at X and Y. Assume that AP = 5, PB = 3, XY = 11, and PQ2 = m/n, where m and n are relatively prime positive integers. Find m+n.
AIME
What is the surface area of the Atlantic Ocean?
41.1 million square miles (30 million - 50 million)
If each letter in the alphabet was given a number according to its order (e.g A=1, B=2, etc..), what is the sum of the values of the letters in Nikhil's last name? (Pesaladinne)
100
2011
How long (in pages) is the proof for Fermat's Last Theorem?
129
In the Year 0 of Cambridge there is one squirrel and one rabbit. Both animals multiply in numbers quickly. In particular, if there are m squirrels and n rabbits in Year k, then there will be 2m + 2019 squirrels and 4n − 2 rabbits in Year k + 1. What is the first year in which there will be strictly more rabbits than squirrels?
HMMT
Number of unread emails in Nikhil's personal email's inbox.
0