Classifying Polynomials and Standard Form Standard Form Classify By Degree Constant (0), Linear (1), Quadratic Monomial (1), Binomial (2 (2), Cubic (3), Quartic (4), Quintic (5), anything bigger "the degree of Polynomial of Classify By Term Order each terms from the Trinomial (3), anything big largest exponent to the smallest 2 2 9-3x y Ay-10 1.-3x ye- 10x -xy + 4y 4. 2.-5p 4. al--5 bx +0 3.-9m2v- m5 4. k7 5. 8x2 + 2x + 5

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Classifying Polynomials and Standard Form
Classify By Degree
Constant (0), Linear (1), Quadratic Monomial (1), Binomial (2
(2), Cubic (3), Quartic (4), Quintic
(5), anything bigger "the degree of Polynomial of
Standard Form
Classify By Term
Order each terms from the
largest exponent to the
smallest
Trinomial (3), anything bige
22
9-3x y Ay-10
1.-3x y2-10x-x*y +4y
2.-5p
al--5
ax +bx +0
4.
3. -9m2v- m5
4. k7
5. 8x2 + 2x + 5
6. 7n - 4
7.-10kp - 10p + 3 + p2 +k
8. 6
9.-10p2
10. 7mn4 -m2 + 8m5 + 6n4
11. 10b3
12. -8x + 2x3 + 9x5 + 4x + 1
13.-6x4y-5x-9x3y3
Transcribed Image Text:Classifying Polynomials and Standard Form Classify By Degree Constant (0), Linear (1), Quadratic Monomial (1), Binomial (2 (2), Cubic (3), Quartic (4), Quintic (5), anything bigger "the degree of Polynomial of Standard Form Classify By Term Order each terms from the largest exponent to the smallest Trinomial (3), anything bige 22 9-3x y Ay-10 1.-3x y2-10x-x*y +4y 2.-5p al--5 ax +bx +0 4. 3. -9m2v- m5 4. k7 5. 8x2 + 2x + 5 6. 7n - 4 7.-10kp - 10p + 3 + p2 +k 8. 6 9.-10p2 10. 7mn4 -m2 + 8m5 + 6n4 11. 10b3 12. -8x + 2x3 + 9x5 + 4x + 1 13.-6x4y-5x-9x3y3
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