An object leaves point P, with coordinates (-1,0) and travels with velocity v,=1 in a straight line to point P, with coordinates (0,h). It then travels with velocity v,=2 in a straight line from P, to point P3 with coordinates (x, y). y r2 • P;:(x, y) P2:(0,h) P,:(-1,0) Given x and y values there will be some optimal h value that minimizes the total travel time. Write a program FullName2.sce containing a function in the form function u = h(x,y) [your code goes here] endfunction u = h (1,2); disp (u); that calculates this optimal h value (to an accuracy of about 106) given x and y values as arguments. Your function must work for any positive values of x and y.
An object leaves point P, with coordinates (-1,0) and travels with velocity v,=1 in a straight line to point P, with coordinates (0,h). It then travels with velocity v,=2 in a straight line from P, to point P3 with coordinates (x, y). y r2 • P;:(x, y) P2:(0,h) P,:(-1,0) Given x and y values there will be some optimal h value that minimizes the total travel time. Write a program FullName2.sce containing a function in the form function u = h(x,y) [your code goes here] endfunction u = h (1,2); disp (u); that calculates this optimal h value (to an accuracy of about 106) given x and y values as arguments. Your function must work for any positive values of x and y.
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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![An object leaves point P, with coordinates (-1,0) and travels with velocity v,=1 in a
straight line to point P, with coordinates (0,h). It then travels with velocity v,=2 in a
straight line from P, to point P, with coordinates (x, y).
y
o P3:(x, y)
P:(0,h)
P:(-1,0)
Given x and y values there will be some optimal h value that minimizes the total travel time.
Write a program FullName2.sce containing a function in the form
function u = h(x,y)
[your code goes here]
endfunction
u = h (1,2);
disp(u);
that calculates this optimal h value (to an accuracy of about 10¬° ) given x and y values as
arguments. Your function must work for any positive values ofx and y.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb5312a15-860e-407c-ae9e-8729c86c8316%2F476473e3-b572-4588-a6e2-564575e74c77%2F2q6lym_processed.png&w=3840&q=75)
Transcribed Image Text:An object leaves point P, with coordinates (-1,0) and travels with velocity v,=1 in a
straight line to point P, with coordinates (0,h). It then travels with velocity v,=2 in a
straight line from P, to point P, with coordinates (x, y).
y
o P3:(x, y)
P:(0,h)
P:(-1,0)
Given x and y values there will be some optimal h value that minimizes the total travel time.
Write a program FullName2.sce containing a function in the form
function u = h(x,y)
[your code goes here]
endfunction
u = h (1,2);
disp(u);
that calculates this optimal h value (to an accuracy of about 10¬° ) given x and y values as
arguments. Your function must work for any positive values ofx and y.
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