mag2( ) calculates the square of the magnitude of vector
Thus when we will apply mag2( ) on puck.vel , we will get the square of the magnitude of vector puck.vel.
And norm( ) calculates a unit vector in the direction of vector.
Thus when we apply norm( ) on puck.vel it gives the unit vector in the direction of vector puck.vel
Box 4: Question Both of these functions take as input a vector, in this case puck.vel....
7. #4. 18 Following is a recursive function which takes as input (argument) a vector $x$ and returns a scalar. Either by looking carefully at the function, or by running the function with a few simple input vectors and observing the returned values in each case, determine what the function is doing. 29 00- "**{r} 01 - myfun=function(x){ 02 - if(length(x)=-1){return(x) C03 - } else 84 return(x[1]+my funcx[-1])) 205 - ) 206 myfun(c(1:1000)) #here's what happens when it is applied...
C++Language: The question is not allowed to use STL. Also, plz use noskipws and push_back for the question.The input is more than one, so the code should be able to run more than once Strings are vectors words on that line and the line itself. What's a word? It is a series of alphabetic characters, separated by whitespace other non-alphabetic characters. Write a program that reads from cin and tor each line, outputs number Pretty easy huh, well, you aren't...
All to be done in C++ no user input is required. Just need to create vectors and create functions to manipulate them as described. Search 2D Vector - Part 2 Write a C++ program that uses a function to search a 2D vector of floats. The function will have 2 parameters: 1. A 2 dimensional vector of floats, v 2. The floating point number that you are searching for, item Rewrite the Search_2D_Vector function so that it can work with...
Question 4 Consider the production process with 2 inputs and 1 output. The production function is given by y The input prices are w and w2 respectively. Consider the case of long run where both factors are variable. The output price is denoted as p. (Please leave the numbers in decimals or fractions.) 1/3 1/3 (a) First, consider the profit maximization problem directly. Derive the input demand functions and output function in terms of input prices w, and output price...
Please write clearly and if possible step by step,Take the input as ???(?) and the output as ????(?), and find transfer functions of the electrical circuits below.Thanks a lot!
Please write clearly and if possible step by step,Take the input as ???(?) and the output as ????(?), and find transfer functions of the electrical circuits below,Thanks a lot!
9.4.22 Question Help The given vector functions are solutions to the system x'(t) = Ax(t). 2 6 5t 6t X1 se X2e - Determine whether the vector functions form a fundamental solution set. Select the correct choice below and fill in the answer box(es) to complete your choice. A. No, the vector functions do not form a fundamental solution set because the Wronskian is B. Yes, the vector functions form a fundamental solution set because the Wronskian is The fundamental...
9. Using Generalized Curvilinear Coördinates, if the scalar S and the vector Ä are both functions of position, prove the following relations: (a) 7 (SA)=s(8. A)+A.IS; (b) (x(SA)=s(0xĂ)+()xA; (c) Ex(s)=0; (a) 8x(0xA)=(. A)-VA. Most of these identities are independent of the specific coördinate system that one employs; however, care must be taken with the operator VA, since in Cartesian Coördinates, it is defined as G?A=i(v?4)+1(v24,)+R(v?4.), but in the Cartesian case, the unit vectors are independent of the coordinate variables, which...
Use C Create a function that will take in a vector (three double variables) representing a position in meters. Calculate the magnitude of the vector in meters: sqrt(x * x + y * y + z * z) Calculate the magnitude of the vector in feet: magnitudeInMeters * 3.28084 Using passing by reference, return both outputs from the same function. Input: Three unique doubles, each one representing a component of the vector. Output: Magnitude of the vector in meters, magnitude...
Pleaseeee help 4. Bob and Sue are both pushing a box across the floor, but they are pushing in different directions. The force vector from Bob can be written as fge 40NI-2.0 N j and the force vector from Sue can be written as FSue-6,0 N t + 4.5 Nj. The speed of the box is in the direction of the net force on the box, and the force from friction is FFR 2.0 N. a) What is the resultant...