Numerade

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21. Given 21 distinct elements: $\{x_1, x_2, \dots, x_{20}, x_{21}\}$, it is known that $x_1 < x_2 < x_3, x_4 < x_5 < x_6, x_7 < x_8 < x_9, x_{10} < x_{11} < x_{12}, x_{13} < x_{14} < x_{15}$. Now we want to find both the maximum and the minimum in this array. What is the minimum number of comparisons to do this? Solution: Elimination Method to remove certain number of elements from consideration. After the elimination just use the same way for Q20 to find a solution. Module 1 Part D End

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1.) What is the distance traveled by the motorcycle up to this point? 2.) What is the average velocity of the motorcycle over this time period?

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A car loan is simple interest. You borrow 14,500 for 3 years at 8.5%. Assuming monthly payments what will the monthly payment be?

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Find the present value of an ordinary annuity which has payments of $2000 per year for 8 years at 9% compounded annually. The present value is $ (Round to the nearest cent.)

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When a nation imposes an import tariff, the nation's offer curve will (1) shift away from the axis measuring its export commodity (2) shift away from the axis measuring its import commodity (3) not shift (4) any of the above is possible

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62. You are planning a trip to Japan where the currency is the yen. On your way to Japan, you will need to convert your US dollars to euros in Italy where the currency is the euro. You know that the number of euros is 0.78 times as large the number of dollars. You also know the number of yen is 103 times as large as number of dollars. a. Write a formula that expresses the number of yen, y, you will have if you begin with \textit{d} dollars. b. Write a formula that expresses the number of euro, e, you will have if you begin with \textit{d} dollars c. You know that you will not be converting from dollars to yen because you will first stop in Italy. So it would be more helpful to know the conversion rate between euros and yen. Write a function g that expresses the number of yen you will have, y, in terms of the number of euros you convert.

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In a scenario where the market is not showing any signs of growth, what is the most likely consequence of sales promotion? Question 13 options: It will result in long-term brand loyalty toward the firm. It will encourage deal-prone customers to switch between brands. It will provide a competitive advantage to the company. It will contribute to long-term profits. It will reduce the selling costs of firms.

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Solve the given initial-value problem.\\ $x' = \begin{pmatrix} 4 & -1 \\ 5 & 2 \end{pmatrix} x$, $x(0) = \begin{pmatrix} -6 \\ 8 \end{pmatrix}$\ $x(t) = -6 < \cos(2t), \cos(2t) + 2 \sin(2t) > e^{7t} - 3 < \sin(2t), \sin(2t) - 2 \cos(2t) > e^{7t}$

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Consider the function f(x)=3x^(2)+ 2x-1. We want to find the slope of the tangent at the point (2,f(2)).

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WORK T1 - IISC-2019/1 Digital frequency meter Objective: To implement an electronic instrument for measuring the frequency of a periodic signal, using VHDL hardware description language. The frequency counter must have a digital display composed of three 7-segment displays to inform the measured frequency. The instrument must be able to measure frequencies in three different scales: Hz, kHz and MHz as the need and user choice. This should ensure a wider range of frequencies to be measured and improved instrument accuracy. The unit of measurement used is the hertz (Hz). Display 888 Hz signal clock KHz input MHz Reset Dial scales 27MHz signal and/or 50MHz The input signal to be measured is obtained by a function generator, an apparatus dedicated to generation of electrical signals of different frequencies, amplitudes and waveforms. For this experiment, the instrument should be restricted to measuring signals with square waveform. generated signal

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asunci-n b.