answer every question with 2 sentences and dont plagiarize or make it look ai generated

Question

1. A patient is prescribed 80 mg of Tramadol Hydrochloride injection. The stock dose is 50mg / 2 mL. What volume will you require?
2. A laboratory technician measures 48 ml of urine sample in a 4-ounce beaker. How many more ml of urine are necessary to fill the beaker?
3. You fill a storage cabinet with 12 bottles of normal saline. Each bottle contains 1000 mL. How many ounces of this solution are in the storage cabinet?
4. A patient is prescribed 6 mg of cough medication. The label on the prescription says there are 2 mg per 4 mL. How many teaspoons of cough medication does the patient need to take?
5. A patient requires 80 milligrams of Risperidone. The stock dose is 40mg / 10mL. What volume is required?
6. Normal urinary output for an adult is between 400 to 2,000 mL daily. If a person follows the recommended 8 glasses of 8 ounces of liquid intake and has an output of 1,500 mL, what is their net liquid gain / loss?
7. Dymelor 0.75 g is ordered. Scored tablets are labeled 500 mg. each. How many tablets will you give?

Answer 1

1. To calculate the required volume, divide the prescribed dose by the concentration of the stock solution. You need 3.2 mL of the Tramadol Hydrochloride injection for an 80 mg dose.

2. A 4-ounce beaker holds approximately 120 mL of liquid. Since there are currently 48 mL in the beaker, you will need an additional 72 mL to fill it.

3. Since 1 liter is approximately 33.814 ounces, 12 bottles of 1000 mL (or 1 L each) contain a total of 12,000 mL. This equates to about 406.4 ounces of normal saline in the cabinet.

4. Each 4 mL contains 2 mg of the medication, which means 12 mL is needed for a 6 mg dose. This is equivalent to 2.4 teaspoons, as there are approximately 5 mL in a teaspoon.

5. To find the volume needed for 80 mg of Risperidone, divide the prescribed dose by the concentration: 80 mg corresponds to 20 mL of the stock solution. Therefore, you will need 20 mL of the Risperidone solution.

6. Drinking 8 glasses of 8 ounces each results in an intake of 192 ounces, or about 5,678 mL. With an output of 1,500 mL, the person has a net liquid gain of approximately 4,178 mL.

7. To reach a total of 0.75 g, which is 750 mg, divide the required dose by the amount in each tablet. You will need 1.5 tablets of the Dymelor, but typically, you would administer 2 tablets if half-tablets aren't available.