#2 To obtain the linear momentum of a particle moving with user-supplied velocity and mass m, write a Python programme.
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#2 To obtain the linear momentum of a particle moving with user-supplied velocity and mass m, write a Python programme.
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- 1. Derive the modified distance formula if we want the projectile lands on a hill that has a height of h(x) (the function x increases monotonically), at a distance R. Write F(x) whose roots must be found in order to find the angle initial, given the initial velocity V0. (With python 3)[Python Language] [Python Language] Is it time for tea?Your friend lives in London England in a timezone that is normally 6 hours ahead of Toronto Canada. But sometimes London and Toronto switch to daylight savings time on different dates. If Toronto is on daylight savings time and London isn’t, then the time difference is only 5 hours. Conversely, if London is on daylight savings time and Toronto isn’t, the time change is 7 hours. Of course, if both are on daylight savings time, the difference is back to the standard 6 hours. Write a program that takes three lines of input: a float value representing the time in Toronto, whether Toronto is on daylight savings time (1 means yes, 0 means no), and whether London is on daylight savings time (1 means yes, 0 means no). It prints a float giving the time in London. One complication is that you should not print a time greater or equal to 24.0 or less than 0.0. Suggestion: At first don’t consider this complication, and test cases where the…- The circumference of Earth changes with latitude --- it is maximum at the Equator and zero at the poles. Write the python syntax for how the circumference changes with latitude - Be creative and speculate how the latitudinally varying surface area is used to calculate the global mean temperature.
- ### Given the resolution of the problem 5.102 below, develop a python program (without using numpy) that shows the found temperature distribution3. Construct a Python program that implements the following: a. Suppose that a problem has an exact solution x = (-0.1,2,3, –4.5)". Let the approximate solution be x* = (-0.2, 2.11111,2.99997, –4)". Determine the l2 and the lo distances between the exact and the approximate solution. b. Calculate the 1-norm, infinity-norm and Frobenius norm of 3 -4 4 -2 -7)use python When a share of common stock of some company is sold, the capital gain (or, sometimes, loss) is the difference between the share’s selling price and the price originally paid to buy it. This rule is easy to understand for a single share, but if we sell multiple shares of stock bought over a long period of time, then we must identify the shares actually being sold. A standard accounting principle for identifying which shares of a stock were sold in such a case is to use a FIFO protocol—the shares sold are the ones that have been held the longest (indeed, this is the default method built into several personal finance software packages). For example, suppose we: buy 100 shares at $20 each, buy 20 shares at $24 each, buy 200 shares at $36 each, sell 150 shares at $30 each, in this order. Then applying the FIFO protocol means that of the 150 shares sold, 100 were bought on day 1, 20 were bought on day 2, and 30 were bought on day 3. The capital gain in this case would…
- Code the following problem in python. Follow the program style requirementsPYTHON (Uee While Loop) only Write a python program that calculates the populations of foxes and rabbits who live within a certain area of land, as that number changes from year to year. It will take the initial populations as inputs, and then proceed to calculate the year-by-year changes. The following is derived from the “Lotka-Volterra equations”, which you may look up if you desire. Essentially, we will model the foxes and rabbits with 4 constants, and 2 data structures of year-by-year values. They are defined as follows: r[y] # of rabbits in year y f[y] # of foxes in year y α or alpha - birth rate of rabbits β or beta - death rate of rabbits, dependent on # of foxes γ or gamma - birth rate of foxes, dependent on # of rabbits δ or delta - death rate of foxes, caused naturally The formulas we will use are: r[y]=r[y−1]+(r[y−1]×α)−(r[y−1]×f[y−1]×β)r[y]=r[y−1]+(r[y−1]×α)−(r[y−1]×f[y−1]×β) f[y]=f[y−1]+(f[y−1]×r[y−1]×γ)−(f[y−1]×δ)f[y]=f[y−1]+(f[y−1]×r[y−1]×γ)−(f[y−1]×δ) However,…PYTHON : (ANSWER MUST BE PYTHON) You must code a program that approximates the number pi by summing a series of numbers. Mathematically the number pi is equal to the following infinite sum: pi = 4/1 - 4/3 + 4/5 - 4/7 + 4/9 - 4/11 + ... Notice the alternation of signs from one term to another of the series (positive, negative, positive, ...) Moreover, notice that the divisors are the odd numbers. We would like to check with a program that the sum converges to pi. Here is the specification of the program: The program must sum the terms one at a time and display the sum whenever the number of terms used is a power of 10 (so at 1 term, 10 terms, 100 terms, 1000 terms, etc). On the other hand the program must stop as soon as the error (the absolute value of the difference between the sum and pi) is less than 5e-6 and indicate how many terms there are in the sum and the value of the sum. As a precaution, in case the sum does not converge fast enough, your program should stop when 10**6 terms…
- *PLEASE SOLVE USING PYTHON* You are a nasa engineer who needs to monitor the situation every time a probe uses its thrusters. For a given day you are given the planned times when the thruster will be used. You need to be monitoring the situation at those boost times and for 5 minutes after. You want to figure out if you can take a break for a certain number of minutes. To achieve this you are given the planned boost times in in hours and minutes with an am/pm. And you are given a desired break time in minutes. Output if you can take the break or not given the monitoring you have to do. For example: If you know the thruster is fired at 5:00am and 12:50pm. You need to be monitoring the situation from 5:00am to 5:05am and again from 12:50pm to 12:55pm. Apart from those times you are free to take a break. So a 5 minute break is possible. But a 12 hour break is not possible.Use the IPO chart provided to DESIGN the following problem. Design a python program.Instruction 1. Please read the given problem statement carefully. Identify all problem requirement(s). 2. You are required to provide the Python source code of the problem (a .pyfile). The Brain Scrambler Create a challenging game that scrambles the letters of one or more English word(s) Then, the user needs to guess the word(s). The user will be given three (3) attempts, such that the game is over when these attempts have been made. The difficulty level must be increased as the user progresses from one stage to another. Also, create a scoring system that is proportional to the difficulty level, and the score for each stage must be accumulated. Give me in Python code