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The sulphuric acid is to be added as 93.20% H2SO4, and the nitric acid as 52.30% HNO3; water, if any be required, is to be added as such. How many pounds of these substances must be taken, in addition to the acid already in the tank and the 7000 lbs. of the acid which it is desired to work off? 17,531 lbs. 93.2 % H2SO4 4,260 lbs. 52.3% HNO3

Ans.

1,429 lbs. water

654. Calculate how much 93.20% H2SO4, the acid to be worked off, and water must be added in Problem 653 that a maximum amount of the acid to be worked off may be used, adding no 52.30 % HNO3. Ans. 14,957 lbs. acid to be worked off

12,067 lbs. 93.2% H2SO4

3,196 lbs. water

655. How many pounds of 98.00 % sulphuric acid, and 96.00 % and 61.4% nitric acid must be taken to make 60,000 lbs. of a mixed acid of the composition:

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656. It is required to make a mixed acid of the composition:

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from 96.00% and 61.4% nitric acid and 98.00% sulphuric acid. How many pounds of each must be taken to prepare 60,000 lbs.?

Ans. 28,163 lbs. 98.0 % H2SO4

28,474 lbs. 96.0% HNO3

3,363 lbs. 61.4% HNO3

657. How many pounds of 95.00% nitric acid and 30.00% oleum must be added for each 1000 lbs. of a mixed acid of the composition:

H2SO4.
HNO3..

H2O....

to convert into a mixed acid of the composition:

Per cent

43.00

51.00

6.00

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658. It is required to make 61,320 lbs. of a mixed acid of the composition:

HNO3.
H2SO4..

H2O...

Per cent

56.00

41.00

3.00

there remaining in the tank, from a former mix, 2604 lbs. of an acid of the composition:

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How many pounds of a 20.00% oleum, 98.56% sulphuric acid and 94.50 % nitric acid must be added to the acid already in the tank?

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INTERPOLATION TABLES.

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