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Tsunami A tsunami traveling across deep water can have a speed of 750 km/h and a wavelength of 370 km.

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Administer 10 mEq of KCI in 0.9% sodium chloride 100 mL IV. Infuse over 60 minutes piggy backing onto 1000 mEq of KCI in 0.9% sodium chloride with 20 meq continuously at 80ml/hr. What is the rate of the 100 ml IV, ml/hr?

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Prem Industry is considering making its own motor castings, which it currently purchases for ? 20.50 per unit. This purchase price does not include the ordering, receiving, and inspection costs, which Prem estimates to be ? 2 per unit. Prem feels that, it can manufacture the 6,500 required units at a lower cost than it pays by purchasing externally. The relevant costs for both the producing and buying alternatives are as follows: Incremental Analysis for Motor Castings ( 6,500 Units) \begin{tabular}{|l|r|r|r|} \hline \multicolumn{1}{|c|}{ Particulars } & Per Unit & Cost to Make & Cost to Buy \\ \hline Direct Materials & 6.25 & 40,625 & \\ \hline Direct Labour & 10.00 & 65,000 & \\ \hline Variable Factory Overhead & 5.00 & 32,500 & \\ \hline Purchase Price & 20.50 & & \( 1,33,250 \) \\ \hline Ordering, Receiving and Inspection Costs & 2.00 & & \( \underline{13,000} \) \\ \hline Total Relevant Costs & & \( \underline{1,38,125} \) & \( \underline{1,46,250} \) \\ \hline \end{tabular}

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Evaluate the line integral \(\int_C z \, dx + x \, dy + xy \, dz\) where $C$ is the path of the helix $\vec{r}(t) = (7 \cos t)\vec{i} + (7 \sin t)\vec{j} + (2t)\vec{k}$ on $0 \le t \le 2\pi$. The line integral equals

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1. Compute the net present value that Kathy earned on her investment in Malti Company stock. 2. Did the Malti Company stock provide a 17% return?

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Two investments totaling \$38,500 produce an annual income of \$2805. One investment yields 3\% per year, while the other yields 9\% per year. How much is invested at each rate?

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Problem 1 (21 points) An engineer has proposed the current source circuit depicted below. Assuming all transistors are in the forward-active region of operation, determine the numerical value for $I_{OUT}$ Assume the following parameters: $V_{DD} = 6\text{ V}$, $I_X = 125\text{ }\mu A$, $K_N = 30\text{ }\mu A/V^2$, $V_{IN} = 1\text{ V}$, $\lambda = 0.05\text{ V}^{-1}$ Show your work and thought process!

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A rope is wound around a pulley attached to a ceiling. The pulley can be modeled as a solid, uniform disk with $M = 3.0$ kg and $R = 0.30$ m. A rope is wound around a very light ring of negligible mass with a radius $r = 0.15$ m, attached to the disk as shown. A cat jumps vertically upward and catches the rope 10.0 m above the ground at the top of its leap. As the cat descends, the rope unwinds from the pulley without slipping. What is the cat's mass if the cat has the same kinetic energy as the pulley while the rope in unwinding?\\ [Note: $I_{disk} = \frac{1}{2}MR^2$]

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ADDITIONAL PROBLEMS Question 15.18: Charges $q_1 = -3.00\ \mu C$ and $q_2 = +5.05\ \mu C$ are located as shown in the figure, where $d = 0.550\ m$. Point A is located at $\left(\frac{4}{5}d, \frac{2}{3}d\right)$. Determine the magnitude of the electric field at point A.

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explain Discuss the symptoms, signs, possible causes and drug treatment of schizophrenia.

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