+st) ax. (U and v are functions oft). 1. y = constant o z = 2. y = X" dy = ,,&."-' dx. 3. y=,'+". Q-e! du ... is 7.0 + 0.0071T1 0 . b ~ 0 0 1 8 6 ~ ~ ... 2 0 . 0 0 ~ ~ . of 0.1000nonnal RnC130risequiva- lent to 20.00 X 0.1000 X 55.84 mg. of iron, or
Show from the approximate form of the Clausius-. Clapeyron equation that if log p is plotted against \JT. —. AH a straight line of slope, —. , results. Use the follow ...
given in the January issue. 46. Show that (dxz/x2)/(dxl/xl) = or, where or is a constant, if the rate of change of each substance xl and x2 follows the first order law, ...
a - xz. I n. - -. In -- . . . etc. of the two reacting substances and x is the amount tz-tl a-xz t3-& a-x3 of each transformed at the time t. Integrate by where a is the initial ...
SOLUTIONS of the following problems will be given in the January issue. 46. Show that (dxz/x2)/(dxl/xl) = or, where or is a constant, if the rate of change of each ...
cm. long. What is the specific rotation? (The measurement was made at 20° C. ... 5 X 10~4. 1. 1. = 2.329 wave number. 42,940. 10â5 cm. (b) 1 A.U. = 10-8 cm.
Daniels, p. 174. Lewis and. Randall, p. 27. Mellor, p. 68. PROBLEMS. 1. ... 0.) sume that U = f(T, V) and show that fo a perfect gas CP â. Cv = R. ... 0. \5U/t. SOLUTIONS TO NOVEMBER. PROBLEMS. 1. (a) A count of the squares gives a value ...
(etfS + e. (e{* - e-*)/2i. ~,0)/2, and sin = 54 a0 = 74.906.
MATHEMATICAL PROBLEM PAGE. Directed by EDWARD L. HAENISCH. Montana State College, Bozeman, Montana. A N ORDINARY differential equation is a ...
MATHEMATICAL PROBLEM PAGE. Directed by EDWARD L. HAENISCH. Montana State College, Bozeman, Montana. A SIMPLE working rule to find the ...
