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1. yp1: = 1 (+ dx (x+1)³(2x-1)³ find the derivative and save as yp1

1. yp1: = 1 (+ dx (x+1)³(2x-1)³ find the derivative and save as yp1

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
6th Edition
ISBN:9781337111348
Author:Bruce Crauder, Benny Evans, Alan Noell
Publisher:Bruce Crauder, Benny Evans, Alan Noell
Chapter2: Graphical And Tabular Analysis
Section2.1: Tables And Trends
Problem 1TU: If a coffee filter is dropped, its velocity after t seconds is given by v(t)=4(10.0003t) feet per...
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DUE NOW. Please asnwer it as the same as the process on what's on the practice question. Note that this is not a graded question, it is just a practice. Thank you!

 

Differentiate the following expressions and saveit under the given variables. 1. yp1 = ((x+1)³(2x-1)³) dx 2. yp2 = 3. yp3 = 1 ( =((₁+√₁- d dx dx ((-²) ³). Script " SAMPLE QUESTION find the derivative and save as yp1 find the derivative and save as yp2 find the derivative and save as yp3 ANSWER 1 %Define the variables for symbolic processing 2 syms x y1(x) y2(x) y3(x) yp1 yp2 yp3 3 %Type in the functions y1, y2 and y3 4 y1(x) 5 y2(x) (1/((x+1)^3* (2*x-1)^3)) (1/((1+sqrt (1-x))^3)) 6 y3(x) = (((x^2)/(4-x))^(3/2)) 7 %Solve for yp1 8 yp1(x) = diff((1/((x+1)^3* (2*x-1)^3)),x) 9 simplify (diff((1/((x+1)^3* (2*x-1)^3)), x)) 10 %Solve for yp2 11 yp2(x) = diff((1/((1+sqrt(1-x))^3)),x) 12 simplify (diff((1/((1+sqrt (1-x))^3)),x)) 13 %Solve for yp3 14 yp3(x) = diff((((x^2)/(4-x))^(3/2)),*) 15 simplify (diff((((x^2)/(4-x))^(3/2)), x)) 16
Transcribed Image Text:Differentiate the following expressions and saveit under the given variables. 1. yp1 = ((x+1)³(2x-1)³) dx 2. yp2 = 3. yp3 = 1 ( =((₁+√₁- d dx dx ((-²) ³). Script " SAMPLE QUESTION find the derivative and save as yp1 find the derivative and save as yp2 find the derivative and save as yp3 ANSWER 1 %Define the variables for symbolic processing 2 syms x y1(x) y2(x) y3(x) yp1 yp2 yp3 3 %Type in the functions y1, y2 and y3 4 y1(x) 5 y2(x) (1/((x+1)^3* (2*x-1)^3)) (1/((1+sqrt (1-x))^3)) 6 y3(x) = (((x^2)/(4-x))^(3/2)) 7 %Solve for yp1 8 yp1(x) = diff((1/((x+1)^3* (2*x-1)^3)),x) 9 simplify (diff((1/((x+1)^3* (2*x-1)^3)), x)) 10 %Solve for yp2 11 yp2(x) = diff((1/((1+sqrt(1-x))^3)),x) 12 simplify (diff((1/((1+sqrt (1-x))^3)),x)) 13 %Solve for yp3 14 yp3(x) = diff((((x^2)/(4-x))^(3/2)),*) 15 simplify (diff((((x^2)/(4-x))^(3/2)), x)) 16
Differentiate the following expressions and saveit under the given variables. 1. yp1= 2. yp2 = Script ——▬▬▬ x² (6-x) x+2 6 y3(x) = 7 %Solve for yp1 d 8 yp1 = 9 %Solve for yp2 10 yp2 = 11 %Solve for yp3 12 yp3 = | 13 dx d 3. yp3 = ± ((2²-1)²), dx x²-6x-1/ " find the derivative and save as yp1 x²(4-x) 4+x 1 %Define the variables for symbolic processing 2 syms x 3 %Type in the functions y1, y2 and y3 4 y1(x) = 5 y2(x) = find the derivative and save as yp2 find the derivative and save as yp3 Save C Reset MATLAB Documentation ▶ Run Script > S > F >C > S
Transcribed Image Text:Differentiate the following expressions and saveit under the given variables. 1. yp1= 2. yp2 = Script ——▬▬▬ x² (6-x) x+2 6 y3(x) = 7 %Solve for yp1 d 8 yp1 = 9 %Solve for yp2 10 yp2 = 11 %Solve for yp3 12 yp3 = | 13 dx d 3. yp3 = ± ((2²-1)²), dx x²-6x-1/ " find the derivative and save as yp1 x²(4-x) 4+x 1 %Define the variables for symbolic processing 2 syms x 3 %Type in the functions y1, y2 and y3 4 y1(x) = 5 y2(x) = find the derivative and save as yp2 find the derivative and save as yp3 Save C Reset MATLAB Documentation ▶ Run Script > S > F >C > S
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