200 ml of 4% solution contains 400 mg of medication
Explanation:
- 0.5 ml of solution has 1 mg of medication
- for example, if 10 mg of medication needs to be determined all we must do is multiply 0.5 ml of solution by 10 mg of medicine to get the answer.
- in the above question we need to determine the number of milliliters of a 4% solution containing 400 mg of medication.
- all we must do is multiply 0.5 ml of solution to 400 mg of medication to get the answer.
0.5 ml x 400 mg = 200 ml
Answer:
Pallor
Fatigue
Easy bruising
Cyanosis
When symptoms begin, a child appears pale, fatigues easily, and has anorexia from the lowered RBC count and tissue hypoxia. Because of reduced platelet formation (thrombocytopenia), the child bruises easily or develops petechiae (pinpoint, macular, purplish-red spots caused by intradermal or submucous hemorrhage). A child may have excessive nosebleeds or gastrointestinal bleeding. As a result of a decrease in WBCs (neutropenia) a child may contract an increased number of infections and respond poorly to antibiotic therapy. Observe closely for signs of cardiac decompensation such as tachycardia (not bradycardia), tachypnea (not bradypnea), shortness of breath, or cyanosis from the long-term increased workload of all these effects on the heart.
Explanation:
Based on the dosage available, the amount in mL of the drug required is 22.5 mL.
<h3>What is drug dosage?</h3>
Drug dosage refers to the amount of drug that should be taken by a patient in order to produce effective pharmacodynamic results.
The dosage of the drug to be given is 45 mEq.
The dosage available is 30 mEq in 15 mL.
In order to give this required dosage the amount in mL required is calculated as follows:
30 mEq is in 15 mL
45 mEq will be in x mL
x = 45 * 15/30
x = 22.5 mL
In conclusion, drug dosage refers to the amount of drug required to produce good results in the patient.
Learn more about drug dosage at: brainly.com/question/24793154
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