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emily johnson

emily j.

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Şekildeki ankastre kirişin yarıçapı r(x)=\sqrt(x+c^(2)) (c bir sabit) formülüne göre değişmektedir. T torku uygulandığında kirişin uç kısmında oluşan burulma açısını formülünü bulun.

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L y Find the moment of inertia of the shaded area about the x-axis and y-axis, given: $y^3 = x^3$ and L = 4 mm $I_x$ = Number $mm^4$ $I_y$ = Number $mm^4$

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Question 1. A substance that has been oxidized has ____ an electron. loss gain

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NOTES: -In order to use the string functionality described In the link and below, you need to add to the top of your program the include directive for the string type: #include <string> -You can compare strings using the typical operators (<, ==, >, etc.). The comparison is alphabetical. Therefore strings further down in the alphabetical order are considered "greater". That is, a string like "Hello there" is greater than "All is well" because in comparing one character at a time, 'H' comes later than 'A' in the alphabetical order. -You can use the input operator >> to load strings into string variables, but if the string you type contains spaces, it will not be fully loaded. In order to read (input) the full string, use: getline(cin, str); where cin is, as usual, the name for the input stream from the keyboard and str is the name of the string variable which will store the string you typed. Of course, that variable can have any name you want, not necessarily str. C++ Program Write a program that stores three unsorted strings entered from the keyboard into three string variables a, b and c. After loading the variables, your program will sort the values in alphabetical order, that is, store into a the smallest string, in b the middle one and in c the largest. Careful: largest does not mean the string is longer, but rather that if we have two strings a and b, a is "larger" than b if a > b is true. Display the sorted strings in three lines. In the context of strings, a string is larger if it comes later in the typical alphabetical order. You can use any other variables in addition to a, b, c, as you see fit. You will have to use some variation(s) of the if construct. There are many ways to program this, but your challenge will be to achieve this without doing all possible comparisons. In fact, three simple comparisons should be enough, if you, for example, determine the first string first, and keep track of its value in some way, so you can compare the other two, and then swap their values. Swapping the contents of two variables can be achieved by using a temporary variable. For instance: temp = a; a = b; b = temp; would exchange the values of a and b, using a temp as a temporary intermediate storage,

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Compare the stability of the sigma complexes for the ortho-bromination of benzaldehyde and the meta-bromination of benzaldehyde. A I is more stable than II. B II is more stable than I. C I and II have similar stability.

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An ideal double slit interference experiment is performed with light of wavelength 604 nm. A bright spot is observed at the center of the resulting pattern. If we label the first dark spot away from the center m = 1, then it is known that for the m = 4 dark spot, light passing through the more distant slit travels ______ nm further than the light traveling from the closer slit.

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Solve the following inequality and graph the solution: $(x+1)(x-0) < 0$ Choose test values and indicate whether the inequality is true or false in each region. Enter the test values from smallest to largest. Test Value Inequality False True False

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2. The radius of a sphere is decreasing at a rate of 2inches/sec. How fast is the volume changing when the radius is 10 inches?

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Gram-Schmidt orthogonalization Problem 1 Apply Gram-Schmidt orthogonalization to the following sequence of vectors in R³ $\begin{bmatrix} 1 \\ 2 \\ 0 \end{bmatrix}$, $\begin{bmatrix} 8 \\ 1 \\ -6 \end{bmatrix}$, $\begin{bmatrix} 0 \\ 0 \\ 1 \end{bmatrix}$ Solve the problem using analytical calculations and validate your solution using the Matlab program http://web.mit.edu/18.06/www/Essays/gramschmidtmat.pdf

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Answer each of the following questions based on the three isotherms below. (2 marks each, total 6 marks) (a) State which sample was generally non-porous. (b) State which sample contains comparatively the largest pores. (c) There are two curves a and b in isotherm B; indicate which curve was obtained with increasing gas pressure.

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