More Complicated
Problems Answers
Below are the answers to the problems on the previous
page.
- Give Heparin 500 units IV per hour. The IV
solution contains 20,000 units per 1000 ml D5W. A micro drip set is
to be used (60 gtts/ml).
A. |
First - determine
how much solution to give per hour by setting up a proportion |
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If |
20,000 units |
Then |
500 units |
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1,000 ml |
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x ml |
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20,000 x = 500,000 |
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500,000 ÷ 20,000
= 25 ml |
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B. |
Now - calculate
the IV drip rate using the same formula as before. (Remember the
IV set delivers 60 gtts/ml) |
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25 ml |
X |
60 gtts/ml |
= |
25
gtts/minute |
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60 minutes |
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Give 1,000,000 units of Ampicillin IV in 2 hours.
The drug comes from the pharmacy with 5,000,000 units in 1000ml D5W.
A 15 drop IV set is to be used.
A. |
First - determine
how much solution to give per hour by setting up a proportion |
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If |
5,000,000
units |
Then |
1,000,000
units |
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1,000 ml |
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x ml |
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5,000,000 x
= 10,000,000,000 |
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5,000,000 ÷
10,000,000,000 = 200 ml |
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B. |
Now
- calculate the IV drip rate using the same formula as before.
(A 15 gtts/ml IV set is being used.) |
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200
ml |
X |
15 gtts/ml |
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120 minutes |
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3,000
÷ 120 = 25 gtts/minute |
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- Give 40 mEq of potassium chloride IV over 8
hours. The solution available contains 80 mEq in 1000 ml of D5W. The
IV set delivers 10 gtts/ml.
A. |
First
- determine how much solution to give per hour by setting up a
proportion |
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If |
80 MEq |
Then |
40 MEq |
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1,000 ml |
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x ml |
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80 x = 40,000 |
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40,000 ÷ 80
= 500 ml |
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B. |
Now
- calculate the IV drip rate using the same formula as before.
(A 15 gtts/ml IV set is being used.) |
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500 ml |
X |
10 gtts/ml |
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480 minutes |
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5,000 ÷
480 = 10.41 or 10 gtts/minute |
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(the fraction is
not rounded up) |
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