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so i was just taking a practice test from appleton and lange. PLEASE NOTE, THIS IS NOT AN ACTUAL NAPLEX QUESTION.
can someoen tell me where this "65" came from in the answer? this part 1 mEq of iron will be 65 divided by valence
am i missing something?
Approximately, how many milliequivalents of ferrous sulfate are present in each dose of the Feosol tablets? [mol wt ferrous sulfate = 152; iron = 56]
(A) 1
(B) 2
(C) 4
(D) 6
(E) 9
Feosol tablets contain exsiccated (dried) ferrous sulfate. The exsiccated form of ferrous sulfate contains approximately 30% elemental iron, considerably higher than that contained in hydrous ferrous sulfate or ferrous gluconate. Feosol tablets contain 200 mg of dried ferrous sulfate in which iron is present in the reduced form with a valence of +2.
Using the equation: mg = (mEq) (Formula wt) 200 mg = (x mEq) (152)
Valence 2 2
x = 2.6 mEq
The problem may also be solved by first determining the weight of elemental iron present in each tablet.
mg iron = 56 × 200 = 73.7 mg
152
Since 1 mEq of iron will be 65 divided by valence of 2 = 32.5, the mEq of iron present will be 73.7 mg/32.5 = 23 mEq (1; 10; 23)
can someoen tell me where this "65" came from in the answer? this part 1 mEq of iron will be 65 divided by valence
am i missing something?
Approximately, how many milliequivalents of ferrous sulfate are present in each dose of the Feosol tablets? [mol wt ferrous sulfate = 152; iron = 56]
(A) 1
(B) 2
(C) 4
(D) 6
(E) 9
Feosol tablets contain exsiccated (dried) ferrous sulfate. The exsiccated form of ferrous sulfate contains approximately 30% elemental iron, considerably higher than that contained in hydrous ferrous sulfate or ferrous gluconate. Feosol tablets contain 200 mg of dried ferrous sulfate in which iron is present in the reduced form with a valence of +2.
Using the equation: mg = (mEq) (Formula wt) 200 mg = (x mEq) (152)
Valence 2 2
x = 2.6 mEq
The problem may also be solved by first determining the weight of elemental iron present in each tablet.
mg iron = 56 × 200 = 73.7 mg
152
Since 1 mEq of iron will be 65 divided by valence of 2 = 32.5, the mEq of iron present will be 73.7 mg/32.5 = 23 mEq (1; 10; 23)