Chemistry, 29.06.2019 15:00 glowbaby123
Determine the molar solubility ( ) of ag2co3ag2co3 in a buffered solution with a ph of 5.2065.206 using the systematic treatment of equilibrium. (ag2co3)=8.46Γ10β12ksp(ag2co3)=8.46 Γ10β12 ; (h2co3)=4.45Γ10β7ka1(h2co3)=4.45Γ10 β7 ; (h2co3)=4.69Γ10β11ka2(h2co3)=4.69Γ1 0β11 .
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Count the number of each type of atom in the equation below, and then balance the equation. write in the numbers of atoms and coefficients. add a 1 if there should be no coefficient. cs2(l) + o2(g) β co2(g) + so2(g) c [ ] s [ ] o > c [ ] s [ ] o [ ] cs2(l) + [ ] o2(g) > [ ] co2(g) + [ ] so2(g)
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Does the number of ions in solution increase, decrease, or remain constant? it continuously decreases. it continuously increases. it decreases at first, then increases. it increases at first, then decreases.
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Determine the molar solubility ( ) of ag2co3ag2co3 in a buffered solution with a ph of 5.2065.206 u...
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