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**k**=1. 3(**k**/n) = (3/n)∑**k**=1. (**k**) = (3/n)(n/2)(n - 1) = (3/2)(n - 1) 2. ∑**k**=1. (4+2k)^2 = ∑**k**=1. (16 + 16k + 4k^2) = 16n + 16(n/2)(n - 1) + 4[(1/3)n...1 Answers · Science & Mathematics · 22/06/2013

Heyyhello! ^^ =which

**k**-pop group is your current obsession? Dalmatian! They...24 Answers · Travel · 07/09/2010

... Kudra Keelie Kiela (pron. like "pie-luh" w/

**K**) Kay Kayla Killian (m&f) Korrie Koki...16 Answers · Pregnancy & Parenting · 27/05/2013

... in slope intercept form. y = (-hx + 2)/6 = -(h/6)x + 1/3 y = (-x +

**k**)/(h+1) = -x/(h+1) +**k**/(h+1) ========== If the lines are...except -3 and 2. For example, try h = 3 and choose any number for**k**, say 0.1 Answers · Science & Mathematics · 12/10/2013

... this is to expand the right side: a(x-h)^2 +

**k**= a(x^2 - 2xh + h^2) +**k**= ax^2 - 2ahx + ah^2 +**k**= ax^2 - 2ahx...3, which we can substitute in the other two: 6h = -12 -3h^2 +**k**= 5 From the upper one, we get h = -2, wich we can again...1 Answers · Science & Mathematics · 19/09/2009

...of the system in this question is: V = (1.50 mol)*(82.057 atm*cm^3/(mol*

**K**))*(390K)/(2.2 atm) = 21.82 liters (round to 21.8 L for 3 sig...1 Answers · Science & Mathematics · 06/03/2012

Q(L;

**K**)=min[2L;**K**] q(L;**K**)=2L+**K**1] MPL... to scale ≡ True zQ=2zL+zK=z(2L+**K**) ⇒ constant returns to scale ≡ True 3] Q=min...1 Answers · Social Science · 21/06/2009

**K**&N has a proven track record and performance history. This...on the links below to see for yourself, you can't go wrong with the**K**&N, best price and value too.3 Answers · Cars & Transportation · 29/10/2007

Correct answer is 4. r=

**k**[NO]^m*[H2]^n; r: initial rate ;[NO] and [H2] are...x02082;= ([NO]₃/[NO]₂)^n -> 4= 2^m -> m=2 Now**k**can be calculated. r₁=**k***(5.0*10^-4)³ ->**k**= 2.0*10^5...1 Answers · Science & Mathematics · 06/04/2010

...of -4, meaning 1/4 First solve for y. kx+23y=4 23y = -kx + 4 y = (-

**k**/23)x + 4/23 Now solve for**k**by setting the perpendicular slope 1/4 equal...5 Answers · Education & Reference · 07/11/2013