Math Team

Washington-Warren-Saratoga Math League 2017-18

There are 5 math meets.  One each month from November to March.  We travel to the first two and the middle three are at Salem.

After 2 meets we are in 3rd place.

The February Math Meet will be held on Monday February 26th in Salem at 5:45PM.

The March Math Meet will be held on Monday March 5th in Glens Falls.
(Bus leaves 6PM)

Washington-Warren-Saratoga Math League 2016-17

We finished in the middle, 5th out of 9 teams. 


Washington-Warren-Saratoga Math League 2015-16

We finished in the middle, 5th out of 9 teams. (1 point behind 4th)

Question #3 from meet 5 of 2015-2016

The 2016 binomial factors (x-1)(x-2)(x-3) ... (x-2015)(x-2016) are multiplied

and the product is written as a polynomial P in standard form.

What is the sum of all of P's coefficients, including the constant term?

(Solution at the bottom of this page.)

 

Congratulations on our 2nd place finish in the 2014-15 WWSM League.  

Question #6 from meet 3 of 2014-2015

  A box contains 9 cards, numbered 1 to 9.  If 5 of the cards are chosen at random without replacement, what is the probability that exactly 2 of the cards are odd-numbered, and that these 2 cards are chosen on odd-numbered draws from the box

Congratulations on our 3rd place finish in the 2013-14 WWSM League. 

Question #4 from the first math meet of 2013-14:

1-4. A cyclist bicycled from A to B at 20 km/hr, returned by the same route at 30 km/hr, and

averaged x km/hr for the whole journey. What is the value of x?

(Hint:  The answer is not 25 km/hr)

 

Congratulations on our 3rd place finish in the 2012-13 WWSM League. 

Question #3 from the last math meet of 2012-13:

Three mutually externally tangent circles, centered at A, B, and C,

have radii of lengths 2, 2, and 3 respectively.

The area of triangle ABC is .

What is the value of the integer k?

 

Math Team History 

 

Question #3 from meet 5 of 2015-2016: 0


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