The graph shows a linear relation between variable y and x. Con... | Filo (2024)

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The selling rate of a radioactive isotope is decided by its activity. What will be the second-hand rate of a one month old 32P(t1/2​=14.3 days ) source if it was originally purchased for 800 rupees?

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INSTRUCTIONS: YOU HAVE AN EXAMPLE OF DTMF signal synthesizing and analyzing to send a message as an audio waveform. In the provided example, A FILTER BANK approach has been utilized to find out the power for each frequency band, WHICH IS ESSENTIALLY A TIME-DOMAIN APPROACH. (The power of the signal's at the output of filters is found in the time domain). Run the code and try to understand the method. YOU ARE EXPECTED TO UTILIZE FREQUENCY DOMAIN APPROACH by taking Fourier Transforms of the audio signal and find power in the frequency bands which are described in Table 1 as follows. In MLX file, you should change some lines of code. DESCRIPTION OF FREQUENCY BANDS: Describe 10 frequency bands as follows. FOR LOW frequency bands, the center frequencies in COLUMN are given fi_Low=ID+50i. Say if the last TWO DIGITS of your ID number is 01, fLow=01+50*1=51. FOR HIGH frequency bands, the center frequencies in ROW are given. If your last digit of your ID is i, fi_HIGH=ID.ID.ID(i+2). For example, if ID = 1, f1_HGx = (1.1.1) * (i + 2) = 111 * (1 + 2) = 333. Table 1. Under this example, frequency bands should be as follows: LOW-FREQUENCY BANDS (in Hz): Band1 LO: 25-75 Band2_LO: 75-125 Band3_LO: 125-175 Band4_LO: 175-225 Band5_LO: 225-275 Band1_HI: 280-380 HIGH FREQUENCY BANDS (in Hz): Band2_HI: 388-499 Band3_HI: 499-610 Band4_HI: 610-721 Band5_HI: 721-832 ADD NOISE TO DTMF signal to test the performance of the algorithm under noisy signal conditions. NS. ALL YOUR WORK SHOULD BE DONE IN MATLAB LIVE EDITOR...PLEASE SUBMIT YOUR .mlx file ON MOODLE.

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Question 4Views: 5,561

Like a harmonic oscillator with aforce constant of 1550 N/m of the nitrogen oxide molecule suppose you behave. The energy of the second excited vibrating state (in eV)Find.

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Question Text

The graph shows a linear relation between variable y and x. Consider two quantities p and q defined as x changes from zero to a. Which of the following statements is correct according to the graph? 1. Quantity p increases and q decreases. 2. Quantity p decreases and q increases. 3. Quantity p decreases and q remains constant. 4. Quantity p increases and q remains constant. Consider a.

TopicAll topics
SubjectPhysics
ClassClass 12
The graph shows a linear relation between variable y and x. Con... | Filo (2024)
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