J.R. S. answered 03/21/23
Ph.D. University Professor with 10+ years Tutoring Experience
You might want to read about Hess's Law so you have a better idea of how to approach these problems.
Given:
(1). A(s) <==> 1/2 B(g) + C(g) K1 = 0.0334
(2). 3D(g) <==> B(g) + 2C(g) K2 = 2.35
Target equation:
2A(s) <==> 3D(g)
Procedure:
copy (1) and x2: 2A(s) <==> B(g) + 2C(g) K = (K1)2 = (0.0334)2 = 0.00112
reverse (2): B(g) + 2C(g) <==> 3D(g) K = 1/K2 = 1/2.35 = 0.426
Add together and combine/cancel like terms, to end up with...
2A(s) <==> 3D(g) TARGET EQUATION
K = 0.00122 x 0.426
K = 0.000520 = 5.20x10-4