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michael malo

michael m.

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Snacking is Option A generally unhealthy for most people. Option B a way to provide missing nutrients if carefully planned. Option C more expensive than eating only three meals per day.

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What new rights do consumers receive under CCPA? object to or restrict the processing of personal data a consumer is a California resident as defined in California's personal income tax regulations "receive information about personal data processing, including categories of personal data, purpose of processing the personal data, recipients of the personal data and whether personal data is transferred across international borders" request that personal data be transferred to another data controller or provided in a format that will permit such a transfer. "right to Know, right to access, right to deletion, right to Opt Out, right to equal service and price, right to Opt In for consumers under age 16"

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4. Define Möbius strip and Klein bottle. What do they illustrate? Can you model such an object on NX? Can you think of (practical) applications or natural objects/phenomena which involve such objects (or the type of surfaces of these two objects)?

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fill in the blank: because it does not prevent all movement between bones, this type of fibrous joint is functionally classified as an ________

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Hashimoto thyroiditis diagnosis can be confirmed by serum antithyroid peroxidase an

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2. A group of 90 typists took a typing test. They were given a document to type. The following table shows the times they took to type. Time (minutes) No of typists 15 10 16 28 17 24 18 14 19 10 20 4 Calculate : a) Mode b) Median c) Mean d) Range e) Interquartile Range f) Variance g) Standard deviation

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2:56 PM Sun Oct 30 43% MATH-241-04-2228 < Back Hand_In_Week_6_M241_F2022.pdf In cylindrical form for finding the total mass of E. Show work for finding limits of integration and integrand. Do not evaluate. 5. E is bounded above by the surface r^2 + 2 = 16, below by the plane z = 0, and inside the surface ρ = 4sin(θ). The density is ρ = z. MATH-241-04-2228 - Calculus IV Fall Quarter 2022 6. E is bounded above by the surface 2 + y^2 + z^2 = 9 and below by the surface 2 + y^2 = 22 with z ≥ 0. The density is ρ = T. 7. Convert the following triple integral in rectangular form to its equivalent cylindrical form. Show work for finding limits of integration and integrand and also sketch the region of integration. ∫∫∫ (x^2 + y^2) xz dz dx dy / 12√(x^2 + y^2) Home Course Modules For questions 8 to 9, sketch the region E and then set up appropriate triple integral(s) in spherical form for finding the total mass of E. Show work for finding limits of integration and integrand. Do not evaluate. @] Syllabus Modules 2 + y^2 8. E is inside the surface 2 + y^2 + z^2 = 9 and in between z = √(x^2 + y^2) and ρ = √(x^2 + y^2). The density is ρ = 2y^2 Grades 9. E is inside the surface 2 + y^2 + z^2 = 16 and outside the surface x^2 + 2 = 4. The density is ρ = e. 10. Convert the following triple integral in rectangular form to its equivalent spherical form. Show work for finding limits of integration and integrand and also sketch the region of integration. ∫∫∫ (x^2 + 2) dz dy dx / √(x^2 + y^2) 2 C Dashboard 888 Calendar To Do Notifications M Inbox

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7) Imagine that you are a biomedical engineer in cell culture laboratory of a company. You are working project about drug discovery against a Covid-19. You want to test efficacy of 10 nM, 100 nM, 500 nM and 1000 nM dosages of a drug as triple. Then, you will compare those dosage with control group (0 nM). You will perform the study in 24 well plate. Each well of 24 well plate should include $5 \times 10^5$ cells. In light of this informations, you used hemocytometer to seed cells to wells and your calculations were from 10 ml cell suspension as given in below: Number of Live Cells : 297 Number of Death Cells : 3 Trypan Blue : 20 ?l Cell Suspension from 10 ml: 20 µl PBS : 960 ?l Number of Counted Squares: 10 a) Draw your toxicity determination process of drug dosages groups against Covid-19 in 24 well plate in Table. (5 points) Name: Student Number: December 3, 2020 b) Briefly, explain why do you need to dilution? If you didn't use any dilution factor, how would you affect your experiment? (5 pts) c) Calculate how much µl could you take from cell suspension to obtain $5 \times 10^5$ cells in a well? (10 points)

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(1 point) Show that $A = \begin{bmatrix} 2 & 0 & 0 \ -2 & 3 & 0 \ -4 & 0 & 3 \end{bmatrix}$ and $B = \begin{bmatrix} 3 & -2 & 0 \ 0 & 2 & 0 \ 0 & 7 & 3 \end{bmatrix}$ are similar matrices by finding an invertible matrix $P$ satisfying $A = P^{-1}BP$. $P^{-1} = \[\]$ $P = \[\]$

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So far we have been assigning numeric values to all of our variables. Let's try text this time. Your variables will now contain characters (letters, spaces, words, full sentences, etc). The way you assign text to a variable is simply like this: var_name = 'hello'. Notice the apostrophes on both sides of hello. This lets Matlab know that you are assigning text to the variable var_name. Try it with a few different words or sentences until you see how Matlab interprets them. For words and sentences, Matlab will treat the variables as vectors in which each character in the word or sentence is an element of the vector. Spaces count as characters. For instance, var_name from earlier is a vector containing 5 elements [h e l l o]. So var_name(2) will give you the 'e', or var_name(3) = 'u' will create 'heulo'. Write a program that takes a full sentence into a variable. The program has to detect where the spaces are and provide a list of the positions of such spaces within the sentence. Then, make the program change every 'r' to a 'g' so we get a French accent in the input sentence. For example: if the input sentence is 'hello how are you this morning', your program should produce: a) spaces are in positions 6, 10, 14, 18, 23. b) hello how age you this mogning Thus, the input to your program is the sentence and the outputs/results are the space positions and the sentence with a French accent.

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