1.Online transaction processing ,where query is viewed as__ transaction
a) read only b)write only c)read & write d) none the above ....etc

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1. Which of the following forms the logical subset of the complete data warehouse?
(a)Dimensional model(b)Fact table(c)Dimensional table(d)Operational Data Store(e)Data Mart.

2.Which of the following is not included in Modeling Applications?
(a)Forecasting models(b)Behavior scoring models(c)Allocation models(d)Data mining Models(e)Metadata driven models.

3.Which of the following is a dimension that means the same thing with every possible fact table towhich it can be joined?
(a)Permissible snowflaking(b)Confirmed ....etc

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Microelectronics is a subfield of electronics. As the name suggests, microelectronics relates to the study and manufacture (or microfabrication) of very small electronic designs and components. Usually, but not always, this means micrometre-scale or smaller. These devices are typically made from semiconductor materials. Many components of normal electronic design are available in a microelectronic equivalent. These include transistors, capacitors, inductors, resistors, diodes and (naturally) insulators and conductors can all be found in microel ....etc

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emtl important questions with answers

We would like to remind you once again that these questions are summarized in Table JNTUH R13 for students and other regulations, and students are asked to follow their curriculum and select EMTL FAQs from this collection EMTL Model Paper for B.Tech / Engineering . As usual, and as we do for all subjects, we have provided JNTUH EMTL Unit Wise Important questions for R13 R09, JNTUK EMTL Unit Wise Important questions for R13 R10, JNTUA EMTL Unit Wise Important questions for R13 R09. So that all students JNTU ....etc

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The important questions in view of the VTU exam of EM-4 to be held on 3.07.2007 are::

Q1.> Proof of Cauchy-Reimann Equations.
DSC page 32 example 9
Bilinear transformation Example 6 type.

Q2.> Proof of Cauchy's Integral Rule.
Laurents Theorem

Q4.> Solution of Legendre's equation Proof.
Rodrigue's relations Proof.
Recurrence relation 1 and 3.

Q5.> Fitting of parabola
Regression
Proof of Baye's Theorem

Q6.> Binomial Distribution
Normal Distribution

Q8.> Define: Stochastic Process,Transient State, Absorbing State, ....etc

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