Given the Pair of Polynomials: Pair 1: f(x)=x4-8x³-9x-6 g(x)=x³+x²-3x+1 Pair 2: h(x)=3x4-8x³-37x²+2x+4 p(x)=2x³+3x² - 2x+5 1.Add, subtract, multiply, and divide each pair of polynomials 2. Multiply the four polynomials by 4, 5, 6, and 7, in that order 3. Find the roots of each four given polynomials 4. Use the results of part 3 to find the polynomial coefficients from the given roots 5. Evaluate the four polynomials at the point x =1, 3, 5, and -2 Note: Use for separating elements ex. a = [1 2 3 4]
Given the Pair of Polynomials: Pair 1: f(x)=x4-8x³-9x-6 g(x)=x³+x²-3x+1 Pair 2: h(x)=3x4-8x³-37x²+2x+4 p(x)=2x³+3x² - 2x+5 1.Add, subtract, multiply, and divide each pair of polynomials 2. Multiply the four polynomials by 4, 5, 6, and 7, in that order 3. Find the roots of each four given polynomials 4. Use the results of part 3 to find the polynomial coefficients from the given roots 5. Evaluate the four polynomials at the point x =1, 3, 5, and -2 Note: Use for separating elements ex. a = [1 2 3 4]
Computer Networking: A Top-Down Approach (7th Edition)
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Chapter1: Computer Networks And The Internet
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Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Answer the blank:
IN MATLAB
![Given the Pair of Polynomials:
Pair 1:
f(x)=x4-8x³-9x-6
g(x)=x³+x²-3x+1
Pair 2:
h(x)=3x4-8x³-37x²+2x+4
p(x)=2x³+3x² - 2x+5
1.Add, subtract, multiply, and divide each pair of polynomials
2. Multiply the four polynomials by 4, 5, 6, and 7, in that order
3. Find the roots of each four given polynomials
4. Use the results of part 3 to find the polynomial coefficients from the given roots
5. Evaluate the four polynomials at the point x =1, 3, 5, and -2
Note: Use <space> for separating elements
ex. a [1 2 3 4]
--Pair 1--
---do not forget to include brackets
f = Blank 1;
-----coeffs of polynomial f
g = Blank 2;
-----coeffs of polynomial g (for add, sub,multi)
gl = Blank 3; -----coeffs of polynomial g (for division)
--Pair 2--
---do not forget to include brackets
h = Blank 4; -----coeffs of polynomial h
p = Blank 5;
-----coeffs of polynomial p (for add, sub, mult)
pl = Blank 6; -----coefficients of polynomial p (for division)
Add, Subtract, Multiply, and divide each pair of polynomials
Pair 1
fgadd Blank 7
add f and g
fgsub = Blank 8 sub f and g
fgmul = Blank 9 (f, g)
fgdiv = Blank 10 (f, Blank 11)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1a2862f6-9cae-46f6-9b5f-69c3ce684d4b%2F5a568b6c-b2a3-439c-a76a-8f59da8deb90%2F5601p0f_processed.png&w=3840&q=75)
Transcribed Image Text:Given the Pair of Polynomials:
Pair 1:
f(x)=x4-8x³-9x-6
g(x)=x³+x²-3x+1
Pair 2:
h(x)=3x4-8x³-37x²+2x+4
p(x)=2x³+3x² - 2x+5
1.Add, subtract, multiply, and divide each pair of polynomials
2. Multiply the four polynomials by 4, 5, 6, and 7, in that order
3. Find the roots of each four given polynomials
4. Use the results of part 3 to find the polynomial coefficients from the given roots
5. Evaluate the four polynomials at the point x =1, 3, 5, and -2
Note: Use <space> for separating elements
ex. a [1 2 3 4]
--Pair 1--
---do not forget to include brackets
f = Blank 1;
-----coeffs of polynomial f
g = Blank 2;
-----coeffs of polynomial g (for add, sub,multi)
gl = Blank 3; -----coeffs of polynomial g (for division)
--Pair 2--
---do not forget to include brackets
h = Blank 4; -----coeffs of polynomial h
p = Blank 5;
-----coeffs of polynomial p (for add, sub, mult)
pl = Blank 6; -----coefficients of polynomial p (for division)
Add, Subtract, Multiply, and divide each pair of polynomials
Pair 1
fgadd Blank 7
add f and g
fgsub = Blank 8 sub f and g
fgmul = Blank 9 (f, g)
fgdiv = Blank 10 (f, Blank 11)
Transcribed Image Text:Pair 2
hpadd Blank 12 add h and p
hpsub = Blank 13 sub h and p
hpmul = conv (Blank 14, p)
hpdiv = Blank 15, pl)
Multiply the four polynomials by 4, 5, 6, and 7, in that order
s = Blank 16; & scalar values 4 5 6 7 (bonus blank)
must be 14;5; 6;7| but BBL cannot recognize the semi-colon and brackets here
just use 4 567
sf Blank 17 s*Blank 18
sg=s*Blank 19
sh s*Blank 20
sp = Blank 21
Find the roots of each four given polynomials
rf = Blank 22 (1)
rg = Blank 23
rh
roots (Blank 24)
rp roots (Blank 25)
*Use the results of part 3 to find the polynomial coefficients from the given.
roots
pcf poly (Blank 26)
pcg
poly (Blank 27)
pch
poly (Blank 28)
pcp poly (Blank 29)
*Evaluate the four polynomials at the point x =1, 3, 5, and -2
pnts = Blank 30 x values use space for separate elements lowest to highest
evf Blank 31
evg= polyval (g, Blank 32)
evh= polyval (Blank 33, pnts)
evp Blank 34 (Blank 35, pnts)
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