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horizontal low friction spring with k 157 m 0.3 r1=.1 v1=3 - now supposed energy dissipation of .03 J pe3r cycle, what is average power input in watts required to maintain steady oscillation?

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f(x)=16(x+7)^(2)-25

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Mor 25 em Laphice This Groupsin: CapCut I Iickots ta Connect: Question theducation com/ext/map/index.html? con=con\&extemal browser \( =0 \) \&launchUri \( = \) http \( \$ \% 253 \mathrm{~A} \% 252 \mathrm{~F} \% 252 \mathrm{Fconnect} \) mheducation cor gnment 4 Sired Help You recelved no credit for this question in the previous attempt. Problem 16.009.b - Height of cabinet for which it will not tip If a 190-N force is applied as shown, determine the range of values of \( h \) for which the cabinet will not tip. Range of values of \( h \) \( \qquad \)? \( \mathrm{m} \leq h \leq \) \( \square \) m Prev 3 of 10 Next search A5G

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If three devices are plugged into one port on a switch and two devices are plugged into a different port, how many collision domains are on the switch? A. 2 B. 4 C. 5 D. 6

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What would be the molarity of a solution of phosphoric acid if 0.512g of potassium bicarbonate was used to neutralize 35.4-mL of the phosphoric acid solution?

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Which were among the achievements of health researchers in the nineteenth century? Select all that apply. Group of answer choices Identifying politics plays a huge role in the delivery of care Acknowledgement of the need for clean water and safe sanitation An understanding of the role of germs in communicating disease Development of an efficient way to assess the cost of health care Recognition of the need to pay doctors more

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If actual GDP is $340 billion and there is a positive GDP gap of $20 billion, potential GDP is: a. $660 billion. b. $360 billion. c. $320 billion. d. $20 billion.

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Islam has recently sold 200 shares of stock Q for $15,000. He also sold 900 shares for $9,500. He bought stock Q for $26. What is his losses or gains?

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1. Consider the electrostatic potential $V = \frac{1}{4\pi\epsilon_0} \left( \frac{p}{\sqrt{(x+d)^2 + y^2 + z^2}} + \frac{p}{\sqrt{x^2 + y^2 + z^2}} + \frac{q}{\sqrt{(x-d)^2 + y^2 + z^2}} \right)$. (a) Describe the charge distribution which gives rise to the above potential. (b) Determine the potential at the position $\vec{r} = h\hat{y}$ in the limit $h \gg d$, and give an intuitive explanation for your answer. Assume that $q \neq -2p$. (c) In the case that $p = -q$ determine the electric field in terms of $p$ at the position $\vec{r} = h\hat{y}$.

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A window-type AC unit which has an 8000 BTU/h power rating and a COP of 2.5 is used for cooling your home during a very hot Philly day in August. When you come back home from school today you realized that you have forgotten to turn the AC on when you were leaving in the morning. Now the interior is 32°C while it was supposed to be 20°C. Also, your old townhouse has bad insulation, causing the heat to move from outside into the house at a rate of 5 kW. How long will it take in minutes for this unit to cool your home to 20°C? Take the volume of the house as 180m$^3$, the density of air 1.2 kg/m$^3$, & Cp of air as 1.005 kJ/kg-K. Remember: 1 kW = 3,412.14 BTU/h.

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