Given the 2 variable function: z = e!-x²-y² 1. x & y should both have 100 evenly spaced values between -3 & 3 2. Create a matrix of values z using nested for loops 3. Create a surface plot of z 4. Create a new matrix (New_z) that is identical to z except: if z>2, New_z=2. 5. Create a surface plot of New_z in a separate figure. All figures should have appropriate labels and titles

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
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Given the 2 variable function: z = e!-x²-y²
1. x & y should both have 100 evenly spaced values between -3 & 3
2. Create a matrix of values z using nested for loops
3. Create a surface plot of z
4. Create a new matrix (New_z) that is identical to z except: if z>2, New_z=2.
5. Create a surface plot of New_z in a separate figure.
All figures should have appropriate labels and titles
Transcribed Image Text:Given the 2 variable function: z = e!-x²-y² 1. x & y should both have 100 evenly spaced values between -3 & 3 2. Create a matrix of values z using nested for loops 3. Create a surface plot of z 4. Create a new matrix (New_z) that is identical to z except: if z>2, New_z=2. 5. Create a surface plot of New_z in a separate figure. All figures should have appropriate labels and titles
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