How much local anesthesia is contained in 4 cartridges of 2% Lidocaine 1:50,000?

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Multiple Choice

How much local anesthesia is contained in 4 cartridges of 2% Lidocaine 1:50,000?

Explanation:
To determine the amount of local anesthesia in 4 cartridges of 2% Lidocaine with a concentration of 1:50,000, it is essential to first understand the concentration of Lidocaine in one cartridge. A standard dental cartridge typically holds 1.8 mL of solution. The concentration of 2% Lidocaine means there are 2 grams of Lidocaine per 100 mL of solution. To convert this to a milligram amount, you have: 2 grams = 2000 mg in 100 mL, which is equivalent to 20 mg/mL. Now, for one cartridge of 2% Lidocaine: - Each cartridge contains 1.8 mL - Thus, the amount of Lidocaine in one cartridge is: 20 mg/mL * 1.8 mL = 36 mg. When considering 4 cartridges, you multiply the amount of Lidocaine per cartridge by 4: 36 mg * 4 = 144 mg. This calculation leads to the total amount of local anesthesia contained in 4 cartridges of 2% Lidocaine 1:50,000, which is 144 mg. Therefore, this is why the correct answer is what it is; the computation reflects

To determine the amount of local anesthesia in 4 cartridges of 2% Lidocaine with a concentration of 1:50,000, it is essential to first understand the concentration of Lidocaine in one cartridge.

A standard dental cartridge typically holds 1.8 mL of solution. The concentration of 2% Lidocaine means there are 2 grams of Lidocaine per 100 mL of solution. To convert this to a milligram amount, you have:

2 grams = 2000 mg in 100 mL, which is equivalent to 20 mg/mL.

Now, for one cartridge of 2% Lidocaine:

  • Each cartridge contains 1.8 mL

  • Thus, the amount of Lidocaine in one cartridge is: 20 mg/mL * 1.8 mL = 36 mg.

When considering 4 cartridges, you multiply the amount of Lidocaine per cartridge by 4:

36 mg * 4 = 144 mg.

This calculation leads to the total amount of local anesthesia contained in 4 cartridges of 2% Lidocaine 1:50,000, which is 144 mg. Therefore, this is why the correct answer is what it is; the computation reflects

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