Elements and Compounds
Acids and Bases

What is the ksp of AgNO3?


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2011-09-14 10:32:28
2011-09-14 10:32:28

Ksp= [Products]^mole ratio



Since you didnt provide any numerical values, that's as far as you can go. You can look for known Ksp values at certain temperatures in some AP Chemistry books or online.


Related Questions

it's soluble in water, so ksp is reaalllyy small--i wont be much of a help if you were looking for ksp to prove what i said;;

Since the Ksp of AgBr is less than the Ksp of AgNO3, you can predict that the AgBr will precipitate out of solution and leave NO3- in the solution

for Ni(OH)2, Ksp=6.0*10^(-16)

No. Ksp can be used for metals as well, such as lead (Pb). The Ksp for Pb is often very small, but increases with increasing temperature.

The Ksp for BaS04, which is barium sulfate, is 1.1 x 10^-10. Ksp is the solubility product. It is the product of the solubility of the ions in moles per liter.

Ion product < Ksp Unsaturated solution Ion product = Ksp Saturated solution Ion product > Ksp Supersaturated solution

AgNO3 is silver nitrate.

KSP means Kulang Sa Pansin that means when your talking to someone but she/he is not talking to you

The KSP for KNO3 refers to the equilibrium constant (KSP) which is used for preparing gunpowder (KNO3). It is needed to change the acqueous solution which can be done with a boiling method. This is needed for stability.

If the ion product concentration is greater than the Ksp value a precipitate will form. If it equals the Ksp the solution is saturated and no precipitate forms.

AgNO3 is silver nitrate

the higher the Ksp value the more soluble a compound is.

AgNO3 + H2O ---> HNO3 + AgOH

dicuss the significance of the Ksp of AgCl on the accuracy of the mohr's test

i think you mean Ca + AgNO3

AgNO3===========>Ag+ + (NO3)-

85 grams of AgNO3 represents 0,.5 moles.

CaF2 Ca(2+) +2F(-) Ksp=(x)(4x^2) where x=solubility Therefore, Ksp=3.7 x 10^-11

Solubility product constant, Ksp, uses concentrations of soluble (dissolved) substances. A solid is not dissolved.

HCl + AgNO3 -----> AgCl + HNO3

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