Answer:
88.5 % of the raw ore is CuSO4*4H2O
Explanation:
Step 1: Data given
Mass of the ore = 10.854 grams
Mass of water = 2.994 grams
Step 2: Calculate moles H2O
Moles H2O = mass H2O / molar mass H2O
Moles H2O = 2.994 grams / 18.02 g/mol
Moles H2O = 0.166 moles
Step 3: Calculate moles CuSO4*4H2O
For 1 mol CuSO4*4H2O we have 4 moles H2O
For 0.166 moles H2O we have 0.166/4 = 0.0415 moles CuSO4*4H2O
Step 4: Calculate mass CuSO4*4H2O
Mass CuSO4*4H2O = moles * molar mass
Mass CusO4*4H2O = 0.0415 moles * 231.67 g/mol
Mass CuSO4*4H2O = 9.61 grams
Step 5: Calculate mass % of CuSO4*4H2O
Mass % = (9.61 grams / 10.854 grams )*100 %
Mass % = 88.5 %
88.5 % of the raw ore is CuSO4*4H2O
Answer: For this homework question, you’ll need to look up the molar mass of AgNO₃. Use this to calculate the number of moles in the sample.
Then note that silver is (quite usually) univalent, so there will be as many moles of AgCl as there were of AgNO₃.
Ask your instructor or tutor for more in-depth training, if need be. Good luck!
Explanation:
Answer:
333N
Explanation:
Once we have the object's mass, we can find the weight by multiplying it by the gravitational force, which it is subject to. Being that Mars has a gravitational force of 3.7m/s2, we multiply the object's mass by this quantity to calculate an object's weight on mars.
So an object or person on Mars would weigh 37.83% its weight on earth. Therefore, a person would be much lighter on mars. Conversely, a person is 62.17% heavier on earth than on Mars.
Answer:
35.8 u
Explanation:
The atomic mass of Cl is the weighted average of the atomic masses of its isotopes.
We multiply the atomic mass of each isotope by a number representing its relative importance (i.e., its percent abundance).
Atomic mass of Cl-35 = 17p + 18n = 17 × 1.007 u + 18 × 1.009 u
= 17.119 u + 18.162 u = 35.28 u
Atomic mass of Cl-37 = 17p + 20n = 17 × 1.007 u + 20 × 1.009 u
= 17.119 u + 20.180 u = 37.30 u
Set up a table for easy calculation.
0.755 × 35.28 u = 26.64 u
0.245 × 37.30 u = 9.138 u
TOTAL = 35.8 u
Note: The actual atomic mass of Cl is 35.45 u.
The calculated value above is incorrect because
(a) the given isotopic percentages are incorrect and
(b) the protons and neutrons have less mass when they are in the nucleus than when they are free. Thus, the calculated masses of Cl-35 and Cl-37 are too high.