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What is the etiology of the offender and why do you think so? (i.e., where does it come from? What historical information may have led to the manifestation of the behavior?) Is the sex act criminal or deviant in each case study? Explain why. Based on the Static-99, what do you predict is the risk of the offender reoffending in each case study. Explain how you came to your conclusion. Rocky is a 45-year-old Caucasian living in a small town in Illinois. He’s been married and divorced twice and is currently living alone. He has one prior arrest and conviction for a sexual assault charge where he had non- consensual sex with his second ex-wife while she was asleep. They subsequently divorced. He was released from jail 18 months ago. He frequently goes to the local drugstore and spends time watching women as they shop for greeting cards. The staff of the drugstore all report that he's friendly and easygoing, but he visits frequently, and the fact that he doesn't always buy something while he’s there makes the staff uneasy. One day, after a young woman purchased a few things from the drugstore, she returned to speak to the manager. She told the manager that while she was loading her car, she found a wet, sticky substance resembling semen wiped on the back of her shirt. A review of the surveillance tape showed Rocky walking by her while she was looking at the greeting cards, and it appeared as though he touched her as he walked by, but she did not appear to have noticed or felt him touch her at that time. Eddie Herndon Eddie is a 42-year-old Caucasian man living in Washington, DC. Eddie would describe himself as heterosexual, but he would also have sex with other men if the situation was presented. Eddie has long worked in clothing stores as a career. He prefers to work in women's clothing stores instead of men's. Eddie frequents a sex club where he can engage in sexual fantasy and sexual action with other men and women. During these visits, he will dress provocatively as a woman, and he describes this as necessary for his sexual satisfaction. Eddie does not consider himself transgender and would argue that he is a man who simply appreciates the feel and look of women’s clothes on his body. When he dresses in women's clothing, he can easily pass for a woman, according to the people who know him.

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Question 6 In photosynthesis, light energy is in the form of _______________. watts photons amps power 5 pts

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This is a rare hereditary condition characterized by normal granulocyte production

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Find the effective rate that corresponds to the given nominal rate of 3% compounded semiannually. Round to three decimal places and use the '%' sign.

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Water flowing at 3 kg/s through a 40-mm-diameter tube is to be heated from 25 to 75°C by maintaining the tube surface temperature at 100°C. What is the required tube length for these conditions? Recommendation: utilize Excel for complicated calculations.

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5. Evaluate $\int_C (xz + y^2) \, ds$ where $C$ is the curve $\vec{r}(t) = (-6 - 2t, t, -2t)$ for $0 \le t \le 1$ 6. Determine whether the vector field given by $\vec{F}(x, y) = 12xy\vec{i} + 6(x^2 + y^2)\vec{j}$ is conservative. If it is, find a potential function.

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Question 1 Calculate the concentration of OH-, if the pH is 13.3? A. 0.4 ppm B. 0.2 ppm C. 0.2 Moles D.0.2 ppb E. 0.8 M F. None of the above

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14 points] Mrs. A won a lottery of $250,000. She wants to deposit this amount in a savings account that earns interest at a nominal rate of 6% compounded monthly. Then she would like to make 120 equal monthly withdrawals over the 10-year period such that the savings account will have a balance of zero at the end of year 10. How much could she withdraw each month? 256900 a) A=$250,000(A/P, 6%, 10) b) A=$250,000 (A/P, 6%, 120) c) A=$250,000(A/P, 0.5%, 10) d) A=$250,000 (A/P, 0.5%, 120)

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(Table) Based on the table, what is the shape of the demand curve that faces John's Tricycle Company? Output Marginal Total Cost Revenue 5 1,200 7,500 6 1,300 9,000 7 1,400 10,500 8 1,500 12,000 9 1,600 13,500 upward sloping vertical horizontal downward sloping

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7. Find the Minimum spanning tree from A, using Kruskal's Algorithm for the following graph. Show each step. (10 points)

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