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margaret jacobs

margaret j.

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In direct access files, how can a specific record be updated? O A. By overwriting the record directly at its specific file pointer location O B. By appending data to the end of the file O C. By deleting and rewriting the entire file O D. By reading all records sequentially Previous page

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An example of an annuity is a stream of payments of $4,000 each at the end of every year for 20 years. Group of answer choices False True

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6:05 PM Mon Oct 28 \( 15 \% \) cdn.assess.prod.mheducation.com Question 2 CLIMBING Indira is mountain climbing and starts the day at 182.5 meters above sea level. Each hour she descends 36.5 meters. The table shows the function relating Indira's height to the number of hours she is mountain climbing. \begin{tabular}{|c|c|} \hline \begin{tabular}{c} Time \\ (hours) \end{tabular} & \begin{tabular}{c} Height \\ (meters) \end{tabular} \\ \hline \( \boldsymbol{x} \) & \( \boldsymbol{y} \) \\ \hline 0 & 182.5 \\ \hline 2 & 109.5 \\ \hline 4 & 36.5 \\ \hline 5 & 0 \\ \hline \end{tabular} a. Find the intercepts. The \( x \)-intercept is \( \square \) The \( y \)-intercept is \( \square \) . b. Describe what the intercepts mean in the context of the situation. The \( x \)-intercept means that after \( \square \) hours, Indira will be at a height of \( \square \) meters, or it will take Indira \( \square \) hours to reach ground level. The \( y \)-intercept means that Indira is at a height of \( \square \) meters after \( \square \) hours, or when Indira started mountain climbing, she was at a height of \( \square \) meters.

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Google Classroom Combine the like terms to create an equivalent expression: 7p-(-5)+(-1)

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Have you understood what is explained? Write one or two examples for each figure of speech and place them in the empty boxes in the graphic organizer. Copy from the lines in the poem.

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Calculate the average of $f(x) = \frac{12 \sin(\frac{\pi}{x})}{x^2}$ over the interval $[1, 2]$. (Use decimal notation. Give your answer to three decimal places.) average value:

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Quantity Price Total Revenue Total Cost Variable Cost ATC AVC 0 $200 300 1 $180 350 2 $140 390 3 $120 420 4 $100 460 5 $70 510 6 $40 570 What is total revenue when the Quantity is 5? A. $510 B. None of the answer is correct. C. $440 D. $350 E. $160

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Match the name of the processes with suitable process figures mentioned below. (CLO2) (3 points) Drawing Forging Punching Rolling Shearing Blanking Extrusion

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Problem 1 (C4-CLO2/PLO2) 8+6= 14 Marks Consider the logic circuit shown in figure 1. Circuit has three inputs A, B and C and three outputs X, Y and Z. There are two test points in the circuit named T1 and T2. B C T1 T2 Figure 1 X Y 2 Analyse this circuit to determine the outputs for all the possible values applied at the inputs. Present your analysis in form of: i. Truth table. Truth table should look as shown below. Inputs Test points A B C TI T2 Outputs X Y Z ii. \sum notations of X, Y and Z. Page 1 of 2

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Exercise 2 Consider the Astable Multivibrator circuit shown in Figure 2. 1) Design the circuit for a square (and triangular) waveform frequency range 1-100 Hz. Use a 100nF capacitor. 2) Use zener-based amplitude control to have a 10V peak-to-peak square waveform. 3) Draw the signals v1 (triangular) and v2 (sine) on the same graph, where you show all values (peak values and period of both signals). $v_1(t) = \frac{+1}{RC}\int v_2(t)dt$ Figure2: Astable Multivibrator

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