A patient is in the hospital with no known GI problems but had surgery yesterday and will be hospitalized for at least a week.  What would the nurse note as a rationale for this patient being on famotidine?  Select the two that apply by listing the letters in alphabetical order in the answer box, using no commas or spaces. A.  prevent stress induced ulcers B.  prevent diarrhea  C.  prevent gastroesphageal reflux  D.  prevent nausea E.  prevent allergy symptoms

A client is scheduled to receive glyburide at 0730.  What should the nurse assess before giving this medication?

A patient of yours is being discharged on twice a day insulin injections for the first time and sliding scale insulin.  What should your teaching include?  

Order:  ceftriaxone 750 mg. IMSupply:  ceftriaxone 1 g. vial of powder to reconstituteDirections for use on vial read as follows:    VIAL DOSAGE SIZE AMOUNT OF DILUENT TO BE ADDED 250 mg. 0.9mL 500 mg. 1.8 mL 1 g 3.6 mL 2 g 7.2 mL     After reconstitution, each 1 mL of solution contains approximately 250 mg. of equivalent of ceftriaxone.    How many mL should the nurse administer? Record your answer as a whole number [l1]

In this question, you will find the maximum subarray of the array A = [1, -2, 8, -25, 3, 4, -1, 3] using the θ(nlog(n)) divide and conquer algorithm discussed in class. Step 2: Show how the algorithm computes the answer.

In this question, you will find the maximum subarray of the array A = [1, -2, 8, -25, 3, 4, -1, 3] using the θ(nlog(n)) divide and conquer algorithm discussed in class. Step 3: Give the total sum (i.e. a number) which is the sum of values from the maximum subarray.

In this question, you will construct the max heap that results from using BUILD-MAX-HEAP to create a heap from the following array:  . Steps 1-2 were performed above.  Now perform step 3: Step 3.  Fill in the tree which results after the second exchange is performed.   [C5] / \ [C10] [C12] / \ / \ [C7] [C8] [C11] [C9] / \ / \ [C6] [C2] [C4] [C3]  

In this question, you will construct the max heap that results from using BUILD-MAX-HEAP to create a heap from the following array:  . Steps 1-4 were performed above.  Now perform step 5: Step 5.  Fill in the tree which results after the fourth exchange is performed. The tree is the finished max heap in the pointer representation.   [E12] / \ [E10] [E11] / \ / \ [E7] [E8] [E5] [E9] / \ / \ [E6] [E2] [E4] [E3]  

Assume that you are given the following linear time algorithm: BSTNode *BuildBST(A, n): It takes an array and its size as arguments, builds a binary search tree, and returns a pointer to its root in θ(n) time. A BSTNode structure contains pointers LC, RC of type BSTNode* pointing to the left child and right child of that node respectively. Step 1: Use the above function to write pseudocode to output the array in ascending order in linear time. PrintAscending(A,n){   //Output elements of A in ascending order   //Write pseudocode below

In this question, you will find the maximum subarray of the array A = [1, -2, 8, -25, 3, 4, -1, 3] using the θ(nlog(n)) divide and conquer algorithm discussed in class. Step 2: Show how the algorithm computes the answer.