A nurse is preparing to administer digoxin 0.25 mg PO to a client. The amount available is digoxin 0.125 mg tablets. How many tablets should the nurse administer to the client?

(Round to the nearest whole number. Use a leading zero if it applies. Do not use a trailing zero.)

A. "This medication will not break down clots but will make it less likely that the clot will get larger." Warfarin (Coumadin) is an anticoagulant medication that works by inhibiting the synthesis of certain clotting factors in the liver. It does not directly break down existing clots but prevents the formation of new clots and the extension of existing ones. This response provides accurate information about the mechanism of action of warfarin.

B. "It will break down the clot within 8 to 12 hours of administration." This statement is incorrect. Warfarin does not have an immediate effect on existing clots. Its action is primarily preventive, reducing the risk of further clot formation and allowing the body's natural processes to gradually break down existing clots over time.

C. "It will take 7 to 10 days for the clot to break down." While the body's natural processes may start breaking down the clot within this timeframe, warfarin itself does not directly cause the dissolution of clots. This response is partially accurate in terms of the timeline for the body's natural clot resolution but does not specify that warfarin itself is not responsible for clot breakdown.

D. "You will need to be on this medication for a long time before it will break down the clot." This statement is misleading. Warfarin's role is to prevent the formation of new clots and further extension of existing ones rather than directly breaking down clots. Additionally, the duration of warfarin therapy is typically determined based on the individual's risk factors for clot formation, and it may not necessarily correlate with the time it takes for existing clots to resolve.

To determine how many milliliters (mL) of potassium chloride the nurse should administer to provide 30 mEq, we can set up a proportion:

20 mEq is contained in 15 mL. So, to find out how many mL contain 30 mEq, we can set up the proportion:

20 mEq:15 mL=30 mEq:? mL20mEq:15mL=30mEq:xmL

Cross multiply:

20×?=15×3020×x=15×30

20?=45020x=450

Now, solve for ?x:

?=45020x=20450

?=22.5x=22.5

So, the nurse should administer approximately 22.5 mL of potassium chloride.

Rounded to the nearest whole number, this would be 23 mL.

Therefore, the nurse should administer 23 mL of potassium chloride.