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Q: Formula units of salt NaCl contain equal numbers of what?
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How many moles of CaCl2 contain 1.261024 formula units of CaCl2?

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How many moles of K20 are in 6.022 x1023 formula units of K20?

6.022 x 1023 formula units of K2O are equal to one mole of K2O.


How many moles of CaCl2 contain 1.26x1024 formula units of CaCl2?

1 mole CaCl2 = 6.022 x 1023 formula units CaCl2 1.26 x 1024 formula units CaCl2 x 1mol CaCl2/6.022 x 1023 formula units CaCl2 = 2.09 moles CaCl2


How many particles are in 7.8g of NaCl?

7,8 g of NaCl contain 0,814.10e23 formula units.


How many formula units of LiCl are equal to .648 moles?

42.394 grams.


How many molecules of NaCl are in 20grams?

The answer is 4,328.1023formula units (not molecules).


The largest known prime number is equal to how many inches?

Prime numbers are pure numbers, without units or dimensions.


When two quantities are equal?

Scalar quantities are equal if they have the same magnitude: if the numbers describing them, including units, are the same. The reason for specifying "including units" is that 1 inch is not equal to 1 kilometre even though the numbers describing the two lengths are equal. Vectors, such as velocity or acceleration or force, are equal if their magnitudes as well as their direction are the same.


Is 1.4 equal to 1.0?

No, 1.4 doesn't equal 1.0 based strictly on numbers. If you had different units of measurements there might be a conversion where it might be equal.


What conversion factor do you use in converting number of moles into number of formula units?

One mole of formula units = 6.022 x 1023 formula units.


How many formula units are in 5.33 mol of CuCl2?

A mole of substance contains Avogadros number (6.022 X 1023) formula units or molecules). 5.33 mol will contain 5.33 X 6.022 X1023 = 3.209 X1024


How many cubic units is in a box that is there units high there unit wide and two units deep?

How many cubic units is a box that is three (3) units height, three (3) units wide, and two (2) units deep. The formula is height * width * length, so if you put the numbers from the above equation into the formula it turns out as 3 * 3 * 2 which equals 18.