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Max Function
Statistical function is of many categories. One of them is a MAX function. The MAX function returns the largest value from the list of arguments passed to it. MAX function always ignores the empty cells when performing the calculation.
Power Function
A power function is a type of single-term function. Its definition states that it is a variable containing a base value raised to a constant value acting as an exponent. This variable may also have a coefficient. For instance, the area of a circle can be given as:
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- The text presented the Sierpinski triangle fractal. Inthis exercise, you will write a program to display another fractal, called the Kochsnowflake, named after a famous Swedish mathematician. A Koch snowflake iscreated as follows:1. Begin with an equilateral triangle, which is considered to be the Koch fractalof order (or level) 0, as shown in Figure a.2. Divide each line in the shape into three equal line segments and draw an outwardequilateral triangle with the middle line segment as the base to create aKoch fractal of order 1, as shown in Figure b.3. Repeat Step 2 to create a Koch fractal of order 2, 3, . . . , and so on, as shownin Figures c and d.Python Turtle Graphics Draw a spiral diagram using Python turtle package program follows 3 steps: Import the turtle module Create a turtle to control. Draw around using the turtle methods. You should consider the following points in your solution: The shapes should be drawn with the shown colors Yellow and white for the square-like shapes. Blue for the background. The prompt should have a turtle shape. The number of iterations should be 300 You should use only one loop. The number of the yellow color lines should be 200. The final shape of the output should be as shown in the picture attached. Make sure to set properly the starting position (x & y) of your drawing, to maintain the required diagram. video on youtube: https://www.youtube.com/watch?v=ZqoJD2RMu1IT=63, n=12 and A=(3,5,8,8,9,16,29,41,50,63,64,67). Draw the corresponding walkthrough as shown
- The following statement, x = 5; is the first assignment of x within a valid sketch. It can be described as: a declaration O an assignment O a procedure an initializationThe following program moves a robot in a grid of squares. The initial position and direction of the robot is shown below. Click on the grid to move the robot to the final position after the program is run. You must click within the box to rotate the robot to the correct final direction (click near the top of the box to rotate up, etc...) Feel free to move the robot along as you follow the code. PROCEDURE DoSomething(a){ MOVE_FORWARD() if( a > 2 ) { MOVE_FORWARD() } else { if( a = 3 ) { MOVE_FORWARD() } } MOVE_FORWARD()} i ⬅ 3ROTATE_RIGHT()REPEAT 2 TIMES{ DoSomething(i) MOVE_FORWARD() ROTATE_RIGHT() i ⬅ i - 1}Colour trio def colour_trio(colours): This problem was inspired by the fun little Mathologer video “Secret of Row 10” whose fractal animation once again remind us about how moving from two to three often opens the barn door for the chaos horse to emerge and wildly gallop away. To start, look at three values imaginatively named “red”, “yellow” and “blue”. These names serve as colourful (heh) mnemonics that could just as well have been “foo”, “bar” and “baz”, so no connection to actual physical colours is intended or implied. Next, de0ine a simple mixing rule between these colours with a rule that says that whenever any colour is mixed with itself, the result is that same colour, whereas mixing two different colours always gives the third. For example, mixing blue to blue gives that same blue, whereas mixing blue to yellow gives red. Given the 0irst row of colours as a string of lowercase letters to denote these colours, this function should construct the rows below the 0irst row one at…
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- Q12: Draw a complete DFA that corresponds to the following regular expression: ((aa|bb|ab|ba)*)(c?)Tutorial 3: A simple force balance on a spherical particle reaching terminal velocity in a fluid is given by; |4g(P, -p)D, V : 3C,p Where Solution by Visual Basic V Terminal velocity in m/s g: Acceleration of gravity Pp: Particle density Dp: The diameter of the spherical particle in m CD: Dimensionless drag coefficient. The drag coefficient on a spherical particle at terminal velocity varies with Reynolds number (Re) as followings: Cp=24/Re Cp=24*(1+0.14* Re^0.7)/Re Cp=0.44 Cp=0.19-80000/Re Where, Re =(D, Vi p)/u =994.6 kg/m3 µ=0.0008931×kg/m.s. Calculate the terminal velocity of spherical particle using visual basic program? for Re< 0.1 for 0.1=Debugging: There are errors in the following code snippet. Locate and fix all the errors with your own comments to get full credit for the question. Assume the goal of the program is to perform a simulation to estimate the probability of rolling three of a kind in a single roll of three six-sided dice. File Edit Format Run Options Window Help # Estimate the probability of rolling three of a kind # in a singel roll of three six-sided dice. def main (): n input ("How many rolls would you like to simulate?") hits = 0 for i in range (n): if equalRolls (3): hits += 1 print ("Estimated prob = ", float (hits) /n) def equalRolls (count): first = randrange (1,7) for i in range (count) : roll if roll != first: return False return True name ------ randrange (1,7) 1 if main () Note: your output will not be exactly the same due to (pseudo)randomness Test Case1: How many rolls would you like to simulate? 100 Estimated prob = 0.01 _main____¹: Test Case2: How many rolls would you like to simulate?…SEE MORE QUESTIONS