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jordan gordillo

jordan g.

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An ideal transformer with N1 = 1000 and N2 = 250 is connected with an impedance Z22 across winding 2. If V1= 1000 /0° V and I1 = 5 /-30° A, determine V2, I2, Z2, and the impedance Z'2, which is the value of Z2 referred to the primary side of the transformer.

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Question 13 (10 points) In a file system allocating file storage in any number of clusters, using 32 sectors per cluster, there is a possibility that 31 sectors are completely un-used. part of a sector is un-used but not a whole sector. a number of clusters are un-used. there is no partially used cluster.

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Shankar wants to study whether a parenting intervention is capable of changing child outcomes. He assigns 100 parents to the parenting intervention and 100 parents to a waitlist control (no intervention). He then sees how much the children listen to parent commands at the end. In this scenario, the outcome of children listening would be the independent variable cross-sectional design experimental design dependent variable

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29 0.25 points Which level of compaction is represented by the nucleosome structure? 10nm 700nm 2nm 300nm 30nm Clear my selection

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Can the velocity & acceleration of a projectile ever be perpendicular to each other? (Ignore air resistance.) a. Yes, but only if the projectile is thrown vertically upward b. Yes, at the top of its motion if it is thrown in a non-vertical direction c. No, because velocity & acceleration are always in the same direction

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10.3.25 A three-phase balanced system has a load consisting of a delta in parallel with a wye. The impedance per phase for the delta is $6 + j3 \Omega$ and for the wye is $12 + j9 \Omega$. The source is a balanced wye with a positive phase sequence. If $V_{an} = 120\angle30^\circ$ V rms, determine the line currents.

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Please write python code for Time Series Modelling using k-Nearest Neighbour Algorithm Describe in detail how the k-nearest neighbour algorithm can be used in time series modelling. In your discussion, you must consider the following two approaches to time series modelling: _ Prediction of the next value in the time-series, i.e. it is a regression problem. _ Prediction of trends, where trends are Up, Down and No Change, i.e. it is a classi_cation problem. In your discussion, consider the impact of the number of neighbours.

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Which scenario describes someone who is in the process of incorporating pathos in their presentation?

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How could early discoverers of the Maya ruins, such as that at Tikal, have been so mistaken in describing the people who had once lived in them?

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Question 1) In the given figure, the system is in the static equilibrium position. The mass $m$ is connected to a fixed ground with the spring $k$, and connected to a table that moves $y(t) = Ysin\omega t$ with the damping element $c$. a) Obtain the differential equation of the system using the Lagrange method. b) Obtain the differential equation of the system using Newton's 2nd Law. b) Check whether the system is at resonance or not? c) Obtain the transient response of the system? d) Obtain the steady state response of the system? e) Write the general equation of motion for system ($t$=0; $x(0)$ = 0,1 m and $\dot{x}(0)$ = 0 m/sec) d) Plot the system behavior in Matlab and interpret the graph you get.

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