The concentration of an iron supplement is 250 mg / 5 mL. A patient is prescribed 1500 mg of the supplement.
How much medication should be given to the patient?
- 12.5 mL
- 20 mL
- 30 mL
- 300 mL
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The concentration of an iron supplement is 250 mg / 5 mL. A patient is prescribed 1500 mg of the supplement.
How much medication should be given to the patient?
`C`
`text(Volume required)`
`= 1500/250 xx 5`
`= 30\ text(mL)`
`=> C`
The concentration of a drug in a certain medication is 100 mg / 5 mL. A patient is prescribed 2000 mg of the drug.
How much medication should be given to the patient?
`C`
`text(Volume required)`
`= 2000/100 xx 5`
`= 100\ text(mL)`
`=> C`
A patient requires 2400 mL of fluid to be delivered at a constant rate by means of a drip over 12 hours. Each mL of fluid is equivalent to 15 drops.
How many drops per minute need to be delivered? (2 marks)
--- 4 WORK AREA LINES (style=lined) ---
`50\ text(per minute)`
`text(Fluid rate of delivery)`
`= 2400/12`
`= 200\ text(mL per hour)`
`= 200/60`
`= 3 1/3\ text(mL per minute)`
`text(S)text(ince each mL has 15 drops)`
| `#\ text(Drops)` | `= 15 xx 3 1/3` |
| `= 50\ text(per minute)` |
A patient is to receive 1.8 L of pain killer medication by intravenous drip that will take 1.5 hours to administer.
Given 1 mL = 4 drops, calculate the amount of drops per minute the machine must be set on. (2 marks)
--- 4 WORK AREA LINES (style=lined) ---
`text(The machine must be set to 80 drops per minute.)`
| `text(Total drops required)` | `=1800 xx 4` |
| `=7200\ text(drops)` |
| `text(Time)\ text{(in minutes)}` | `=1.5 xx 60` |
| `= 90\ text(minutes)` |
| `text(Drops per minute)` | `=7200/90` |
| `=80` |
`:.\ text(The machine must be set to 80 drops per minute.)`