1.16 What do you mean by zero-centering? 1

I don't need a code for these questions. I just need them answered Nine steel specimens were submerged in seawater at various temperatures, and the corrosion rates were measured. The results are presented in the following table:Temperature (OC)Corrosion(mm/yr.)26.6 1.5826 1.4527.4 1.1321.7 0.9614.9 0.9911.3 1.0515 0.828.7 0.688.2 0.59a. Construct a scatterplot of corrosion (y) vs. temperature (x). Verify that a linear model is appropriate.b. What is the least-square line (trendline/regression line) for predicting corrosion from temperature?c. Two steel specimens whose temperatures differ by 10OC are submerged in seawater. By how much would you predict their corrosion rates differ?d. Predict the corrosion rate for steel submerged in seawater at a temperature of 20OC.e. Construct a table with predicted values from the original dataset.f. Compute the residuals. Which point has the residual with the largest magnitude?g. What is the correlation between temperature and corrosion rate? What…

Thank you, but I'm just not able to follow what is being done. It looks to me like the first minterm was left out of the initial step with no explanation as to why, and then it says MXY' + M'XY + MXY = (MX + M' + M)XY', but if I multiply out (MX + M' + M)XY', I get MXY'+M'XY'+MXY'. The M'XY' is not in the left side; so I don't see how this works. Then, later on, a complement law is mentioned, which does not exist in the chart, and there is no law/identity in the chart that matches going from XY' to X'+Y'. I apologize for being dumb here, but I'm just not following how you're getting from one expression to another. Could you please dumb it down even more for me. Thank you.

Problem 1: Rounding Errors Coordinate with your neighbor, and pick one of the following operations to compute by hand in IEEE double precision computer arithmetic, using the Rounding to Nearest Rule. After you get your result, compare with what your neighbor get, and check the solution in Python. (a) (4.33.3) — 1 (b) (8.3 – 7.3) — 1 Step guide for the problem: 1. Convert 4.3(8.3) and 3.3(7.3) into binary 2. Write the binary version of 4.3(8.3) and 3.3(7.3) into double precision format 3. Apply rounding rules

1) For IEEE 754 single precision floating point numbers, if X is a negative denormalized floating point number with mantisa   010  0000 0000  0000  0000  0000, what is the decimal value of X?   Question options:   a.   –1.25 × 2^(–126 )   b.   –1.25 × 2^(–127 )   c.   –0.25 × 2^(–127)   d.   –0.25 × 2^(–126 )   e.  None of the above 2) Which of following recursive C++ functions correctly computes a[0]+a[1]+...+a[n-1] (where n is the size of array a) ?   Question options:   int sum(int n, int a[] ){ return n>0? sum(n-1) + a[n]  :  a[0]; }   int sum(int n, int a[] ){ return n>0? sum(n-1, a) + a[n-1]  :  a[0]; }    int sum(int n, int a[] ){ return sum(n-1, a) + a[n-1] ; }   int sum(int n, int a[] ){ return n>0? sum(n-1, a) + a[n]  :  a[0]; }    int sum(int n, int a[] ){ return n>0? sum(n-1) + a[n-1] : a[0]; }

Answer the following questions. a. What is a deque? b. List the deque operations. c. Given a deque, D, outline the steps to rotate it by a distance d using only deque operations. For example, if current D is 1, 2, 3, 4, 5 and d is 2 then updated D would be 4, 5, 1, 2, 3.

Hello, I really need help with this problem. The answer that I got was 1.4 but my professor told me I got the wrong answer so I was wondering if you can help me solve this problem because I really don't understand what I keep doing wrong.

Explain what the following MIPS code does: (do not explain each line but explain what these two lines of codes do together) li $v0, 5syscall

Which instruction loads ST(0) with an integer?