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lindsey perez

lindsey p.

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Which of the following is conducted by a probation agency at the request of a judge, usually during the period between the finding or plea of guilt and sentencing? Multiple Choice the presentence investigation the probation subsidy shock incarceration termination of probation

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A complete lesion to the right auditory nerve will lead to... Question 10 options: A

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cas9 is an rna guided endonuclease capable of introducing double strand breaks in target dna. the binding of cas9-rna complex

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define spectral emittance and say how one obtains the total intensity

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Part B Estimate the current density. Express your answer using two significant figures. $j =$ Submit Request Answer Part C Estimate the electric field in the wire. Express your answer using two significant figures. $E =$ Submit Request Answer A/m$^2$ V/m

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Consider the continuous-time signal \( x(t)=2+\cos (8 \pi t) \). Suppose \( x(t) \) is sampled every \( 1 / 16 \) second using impulse-train sampling. The sampled signal is \( x_{s}(t) \). (a) Make an accurate plot showing \( x(t) \) and \( x_{s}(t) \) on the same axis. Your plot should span at least one period of \( x(t) \). Label impulse areas. Be sure to accurately label the time axis. (b) Make an accurate sketch of \( X_{s}(\omega) \) over the range \( -100 \pi \leq \omega \leq 100 \pi \). (c) Determine the the minimum sampling frequency required for sampling \( x(t) \) without aliasing. Give your answer in samples per second.

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2. 50 Pts) Avery and their dog Blake, are playing on a massless teeter-totter of length L at the Quirky Playground. This teeter-totter has a frictionless fulcrum (of height H) located at L/3 (hence the quirky part). Avery (ma) takes the shorter side of the teeter-totter and their location is measured with the variable a. The location of Blake (mp) in measured with the variable b. Avery and Blake's location are measured from their respective ends. a. (15 Pts) What is the RcM vector with the basepoint at Avery's location when a = 0? (Assume Avery's end of the teeter-totter is on the ground.) Do not assume b = 0. Express your answer as a function of the provided variables and: (i.) in terms of a rotating frame ( - y) with the origin located at the fulcrum and axis point towards Blake; (ii.) in terms of an inertial frame (i -- Jj) with origin at the fulcrum and the i-axis parallel to the ground and pointing such that Blake's position has a positive i component. b. (20 Pts) It turns out Blake is scared of heights and starts to panic. Avery climbs up the teeter- totter to slowly lower Blake down. Determine how far Avery must climb before the teeter- totter is balanced on the fulcrum. The teeter-totter's length is 30 feet, fulcrum height is 2 feet. Avery weighs 180 lbs, and Blake weighs 40 lbs. Blake is also at the far edge of the teeter- totter. Give your answer both symbolically and numerically. C. (15 Pts) Blake starts to slowly crawl down the teeter-totter while Avery simultaneously climbs up. Assume Blake crawls down at a rate of 0.5 ft/s and Avery climbs at a rate of 0.2 ft/s. How long will it take for dog and owner to be reunited? Will the teeter totter tip before the happy reunion?

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Please answer the following question in C. The Captain Crunch decoder ring works by taking each letter in a string and adding 13 to it. For example, 'a' becomes 'n' and 'b' becomes 'o'. The letters "wrap around" at the end, so 'z' becomes 'm'. a. Write a function that takes a String and returns a new String containing the encoded version. You should assume that the String contains upper and lower case letters, and spaces, but no other punctuation. Lower case letters should be transformed into other lower case letters; upper into upper. You should not encode the spaces. b. Generalize the Captain Crunch method so that instead of adding 13 to the letters, it adds any given amount. Now you should be able to encode things by adding 13 and decode them by adding -13. Try it.

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1. What is the length of side a? A. 11.75 cm B. 13.75 cm C. 15.75 cm D. 17.75 cm

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For each of the following sets of vectors, determine whether or not the set is orthogonal. If the set is orthogonal, normalize it to obtain an orthonormal set. If the set is not orthogonal, show this by giving the dot product of an appropriate pair of the vectors. b) u = V = W = {u, V, w} is orthogonal. V" V4z Vi4 normalized: 5 Vz Vz 1 7z Yiz

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