25) This diagram shows two holes in the same pane of glass. Which hole was the first one in the glass pane?    

1) What is the percentage of evidence evaluated in the crime lab that is drug related?

5) Alcohol is eliminated from the body, chemically unchanged, in what?  

46) What type of explosives detonate almost instantaneously to produce a smashing or shattering effect?  

33) Which of the following are potential sources of DNA evidence at a crime scene?  

A client is using the carbohydrate counting method to meal plan for a consistent carbohydrate eating pattern. The nurse is preparing to administer insulin for this patient with their meal. The insulin needed for each carbohydrate choice is 1 unit of insulin. The patient follows a sliding scale of insulin as well that is incorporated with meals and bedtime. The sliding scale is as follows: blood sugar < 150 - no insulin blood sugar 151-200 - 1 unit blood sugar 201-250 - 2 units blood sugar 251-300 - 3 units The total carbohydrates for this meal is 64 grams. The patient's current blood sugar is 156 mg/dL. This meal will provide [carbchoice] carb choices, thus the total amount of insulin to administer is [insulin] units. *for carb choice - round to the nearest WHOLE number*

The nurse is providing discharge teaching to the caregiver of a 72-year-old client with type 2 diabetes and moderate dementia. The client is unable to understand carbohydrate counting or follow complex dietary instructions. Which meal plan is most appropriate for this client?

Find the equation of the tangent line to the function at x = 25. Use the math editor (“Insert Math Equation” as needed on the toolbar) to enter your final answer. Show all work on your paper.                                            

A boat is pulled toward a dock by a rope from the bow through a ring on the dock 10 feet above the bow. The rope is hauled in at a rate of 3 feet per second. At what rate is the distance between the boat and the dock changing when 26 feet of rope are out? Use the math editor (“Insert Math Equation” as needed on the toolbar) to enter your final answer. Show all work on your paper.

Determine whether Mean Value Theorem can be applied to on the closed interval [a, b] by answering the questions below.  If the Mean Value Theorem can be applied, find all values of c in the open interval (a, b) that satisfy the conclusion of the Mean Value Theorem. Use the math editor (“Insert Math Equation” as needed on the toolbar) to enter your final answer. Show all work on your paper. Make sure to label your answers.   a.) Continuous on [-5, 5]? Why or why not? b.) Differentiable on (-5, 5)? Why or why not? c.) Can we apply the Mean Value Theorem? d.) If so, find the values of c in [-5,5] for which