sing mannings formula General Instructions: 1.)A simple pipe network is shown in the figure below. Determine the actual discharges in each pipe using the Hardy-Cross method. 2.)With the help of a spreadsheet, perform fifteen (15) iterations to compute the discharges on each pipe. 3.)Submit a copy of your solutions reflecting the following: -Tabulation or computation of the K values. -Assumed discharges of each pipe and its direction for the first trial. -1st and last iteration tables only with the correctional discharges for each loop. -Illustration showing the actual discharges and direction on each pipe. 4.)MS Excel file or the spreadsheet program.

HW 2_2 The volume of a partially-filled spherical tank can be computed as: V = πα 3 (3R – d); where d is the depth of the water in the tank (m) and R is the radius of the tank (m). Given that R=3m, to what depth must the tank be filled so that it holds 30 m³? Write a PYTHON code & implement the bisection algorithm to answer the question correct to 3 sig figs. Plot to select your own initial guesses. Display the answer in an informative sentence, using formatted printing.

Please ASAP: (image provided) a) Create a function to solve a projectile problem where you are given initial x and y velocity, and the initial and final y position (inputs).  You would like to use this function to find the final x and y velocity (outputs).  This function will be used in the solution of the following problem. b) In the figure below, belt A moves with a constant velocity of 5 ft/s, and discharges sand onto belt B as shown.  Assume that the angle of belt B is 15 degrees as shown.  Write a MATLAB program to determine the required velocity of belt B if the relative velocity with which the sand hits belt B is (a) vertical, and (b) as small as possible.  For part (b), use MATLAB to create a plot of the velocity of the sand relative to belt B, as a function of the velocity of belt B.  Verify (either by hand, or by using MATLAB) that the minimum shown in this plot corresponds to the point at which the velocity of the sand relative to belt B is perpendicular to the velocity of…

Needs Complete typed solution with 100 % accuracy.

1. The slope of a v-t graph at any instant represents instantaneous a. Velocity b. Acceleration c. Position d. Jerk

Where to put marker for maximum steady state force. It is F-t graph.