Numerade

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The New Balance company might attempt to require its dealers to maintain the company's list prices on its shoes and to avoid offering discounts to consumers. This is an example of _____.

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Which of the following is the best evidence that you discovered an arthropod species? Segmented body with jointed appendages Soft-bodied and has a radula Diploblastic with a gastrovascular cavity Triploblastic with a notochord

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Collection of cash from customers is what type of cash flow categories

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What is a mathematical method of handling imprecise or subjective information? O Fuzzy logic O Shopping bot O Augmented reality O Mutation

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how do I know if a SNP is homozygous or heterozygous?

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Suppose that a country's population is 30 million and it has a labour force of 20 million people. Assuming it has 1 million people unemployed, the country's unemployment rate is Question 8 options: A) 1.0%. B) 3.3%. C) 4.0%. D) 5.0%. E) 10.0%.

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8. For a standard multiple-choice exam, with 50 items what is the probability of passing the exam if you guessed all of it?

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It takes 200 J of heat to raise the temperature of 24.5 g of zinc from 25.5 $^\circ$C to 46.5 $^\circ$C. What is the molar heat capacity (in J/mol $^\circ$C) of zinc?

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Alyah is a 3-year-old girl who lives with her mom and grandma. Whenever any of them leave to go somewhere, Alyah says "bye-bye; I love you!" One day, Alyah goes with her mother to the grocery store. At the checkout register, the cashier says "goodbye" to her, and she immediately replies, "bye-bye; I love you!" According to Piaget, Alyah's response to the cashier is an example of: Assimilation Egocentrism Accommodation Animism

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(a) Explain the operation of the LVDT. Illustrate your answer with LVDT uses and name 2 applications. Provide sketches where appropriate. (8 marks) (b) Define a system and distinguish between the following terms applied to control systems: i) Physical model and mathematical model ii) Linear and nonlinear systems iii) Linear time variant and linear time-invariant models (8 marks) (c) The transfer function of a control system is $G(s) = \frac{K}{s^2 + 4s + K}$. Find K if the system is critically damped. (5 marks) (a) State the poles and zeros of the function $T(s) = \frac{6(s+3)}{s^2 + 13s + 30}$. (4 marks) (b) A servo system has a loop gain of $G(s)H(s) = \frac{1000}{(s+2)(s+10)}$. A step input of 5 rad/sec is applied to the input. Calculate the steady state error. (5 marks)

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jessica m.