Write a program to approximate the derivatives of eª, cos(x) and sin(x) at x = 0 using the limits de dx x=0 eh - 1 lim h→0 h h d cos(x) dr x=0 MIN lim h-0 0.958851 0.500000 1.297443 -0.244835 0.250000 1.136102 -0.124350 0.989616 0.125000 1.065188 -0.062419 0.997398 0.062500 1.031911 -0.031240 0.999349 cos(h) - 1 d sin(x) da Your program should use values of h = 1/2, 1/4, 1/8 ..., 1/2", where n is read from the key- board, as shown here: Enter n for h = 1/2 down to 1/2 n: 10 z=0 Your program output should be written to the file derivativeout.txt and should look like: Dexp (x) Dcos (x) Dsin (x) For marking purposes run your program with n = 20. sin (h) - lim h→0 h

Write a program to approximate the derivatives of eª, cos(x) and sin(x) at x = 0 using the limits de dx x=0 eh - 1 lim h→0 h h d cos(x) dr x=0 MIN lim h-0 0.958851 0.500000 1.297443 -0.244835 0.250000 1.136102 -0.124350 0.989616 0.125000 1.065188 -0.062419 0.997398 0.062500 1.031911 -0.031240 0.999349 cos(h) - 1 d sin(x) da Your program should use values of h = 1/2, 1/4, 1/8 ..., 1/2", where n is read from the key- board, as shown here: Enter n for h = 1/2 down to 1/2 n: 10 z=0 Your program output should be written to the file derivativeout.txt and should look like: Dexp (x) Dcos (x) Dsin (x) For marking purposes run your program with n = 20. sin (h) - lim h→0 h

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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