Recent content by beneakin

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    What is the ΔG° for the ionization of water at 50C?

    [H+] = 10^[-6.55] = 2.8*10^-7 = [OH-] since it is pure water? so keq= [2.8*10^-7]^2 = 7.94*10^-14 ΔG°=-(8.31450)(273+50)ln(7.94*10^-14) = 81.00 KJ mol- is that correct, are we sure that it is in an equilbrium at 50C? thanks again
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    What is the ΔG° for the ionization of water at 50C?

    Homework Statement The pH of pure water is temperature dependent, for example it is 6.55 at 50 C. Determine ΔG° for the ionization of water at 50C Homework Equations ΔG=ΔG°+RTln(Q) at eqm ΔG=0 q=Keq pure water: pH 7.00 at 25C The Attempt at a Solution Not sure if the process...
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    What is the vapor pressure of a solution containing glucose and water at 60.0C?

    Homework Statement What is the capor pressure of a solution containing .15 mol of glucose (C6H12O6) and 1.65 mol of water at a temperature of 60.0C? the vapor pressure of pure water at this temperature is 149.38 torr Homework Equations Ralout's law? P=PoX The Attempt at a...
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    Derivative of ( (X^3-1)/(X^3+1) )^1/3

    is that the final answer? it seems a bit large to be? thanks
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    Derivative of ( (X^3-1)/(X^3+1) )^1/3

    Homework Statement Find the derivative: ( (X^3-1)/(X^3+1) )^1/3 Homework Equations d/dx f(g(x)) = f'(g(x)) * g'(x) quotient rule x/a x'a-xa'/a^2 The Attempt at a Solution first i used the chain rule and quotient rule to get 1/3 ((x^3-1)/(x^3+1))^-2/3 * ((3x^2(x^3+1) -...
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    What is the limit of (sin2s)^4/s^4 as s approaches 0?

    ahh so then (2*1)^4 = 16 thanks alot
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    What is the limit of (sin2s)^4/s^4 as s approaches 0?

    Homework Statement Find the limit or prove it does not exist. lim as s->0 (sin2s)^4/s^4 Homework Equations i know i have to use sinx/x = 1 but I am having trouble manipulating the function into that form The Attempt at a Solution my first thought was that i could just take...
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    How to Simplify This Fraction Limit Problem?

    wow.. i must have done something wrong in that calculation ...just got what i think is the answer first try.. here's what happened... (x-x+h)/((x+h)x) h / x(x+h) then times that by 1/h from the beginning of the problem to get h / h(x^2+h) which is 1 / x^2 Is this right...
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    How to Simplify This Fraction Limit Problem?

    I've been working on this one for a while now but just can't figure it out lim h->0 (1/h) (( 1 / (x + h) ) - ( 1 / x )) my first thought was to figure out (( 1 / (x + h) ) - ( 1 / x )) first by just putting them togeather and then using the congjigate times by one trick but that just...
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    limits, shirnking circles, points of intersection

    im sorry i just wanted to see if the equations would show up properly as I am still tryna figure out this problem i found in the archives
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    limits, shirnking circles, points of intersection

    1. Homework Statement http://www.nellilevental.com/calc1.jpg 2. Homework Equations C1 = \left(x - 1\right) ^{2} + y^{2} = 1 C2 = x^{2} + y^{2} = r^{2} 3. The Attempt at a Solution Initially I thought that the "value" of R was just going to increase without bound since the...
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