**Contents**show

Therefore, number of grams of AgNO3 present in its 7.4 moles is 1257.

## How many moles does AgNO3 have?

you find moles of AgNO3. That is 0.0132 g AgNO3 x 1 mol AgNO3/169.9 g = 7.77×10-5 moles. Since there is 1 mole Ag and 1 mole NO3 per mole of AgNO3, this is also the number of moles of Ag+ and NO3- ions.

## How many grams are in AgNO3?

How to Make your own Silver Nitrate Standard Solutions

Chemical Formula | Chemical Makeup | Atomic Weights |
---|---|---|

AgNO_{3} |
Silver – Ag [1] Nitrogen – N [1] Oxygen – O [3] | 107.8682 grams 14.0067 grams 47.9982 grams Total: 169.8731 grams |

## What is the equivalent weight of AgNO3?

Silver nitrate is an inorganic compound with the chemical formula AgNO3. The equivalent weight of an element is its gram atomic weight divided by its valence (combining power). The equivalent weight of silver nitrate = 169.87.

## How do you convert grams to moles calculator?

To correctly estimate the number of moles, n , of a substance of a specific mass, m , (in grams), you need to follow the grams to moles formula: n = m / M , where, M is the molar mass of this material.

## How many moles are in 10.0 g of agno3?

Explanation: Moles of silver nitrate = 10⋅g169.87⋅g⋅mol−1 = 0.0589⋅mol .

## How many grams are there in 2.3 moles of silver?

Use dimensional analysis to convert the number of atoms to moles. Convert the moles of Ag to mass. The mass of 2.3 × 10²⁴ Ag atoms is approximately 410 g.

## How many element are there in agno3?

In one silver nitrate formula unit, there are 3 oxygen ATOMS, 1 nitrogen ATOM, and 1 silver atom.

## How do I calculate moles?

How to find moles?

- Measure the weight of your substance.
- Use a periodic table to find its atomic or molecular mass.
- Divide the weight by the atomic or molecular mass.
- Check your results with Omni Calculator.

## How do I calculate molar concentration?

To calculate the Molar Concentration, we will find the molar concentration by dividing the moles by liters of water used in the solution. For example, the acetic acid here is completely dissolved in 1.25 L of water. Then divide 0.1665 moles by 1.25 L to get the molar concentration, which will be 0.1332 M.