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Add and substract polynomials
1.
Objectives The student will
be able to: 1. add and subtract polynomials. SOL: A.2b Designed by Skip Tyler, Varina High School
2.
1. Add the
following polynomials: (9y - 7x + 15a) + (-3y + 8x - 8a) Group your like terms. 9y - 3y - 7x + 8x + 15a - 8a 6y + x + 7a
3.
Combine your like
terms. 3a2 + 3ab + 4ab - b2 + 6b2 3a2 + 7ab + 5b2 2. Add the following polynomials: (3a2 + 3ab - b2 ) + (4ab + 6b2 )
4.
Add the polynomials. +X2 11 X X XYY Y Y Y 1
11 X Y Y Y 1 11 1. x2 + 3x + 7y + xy + 8 2. x2 + 4y + 2x + 3 3. 3x + 7y + 8 4. x2 + 11xy + 8
5.
Line up your
like terms. 4x2 - 2xy + 3y2 + -3x2 - xy + 2y2 _________________________ x2 - 3xy + 5y2 3. Add the following polynomials using column form: (4x2 - 2xy + 3y2 ) + (-3x2 - xy + 2y2 )
6.
Rewrite subtraction as
adding the opposite. (9y - 7x + 15a) + (+ 3y - 8x + 8a) Group the like terms. 9y + 3y - 7x - 8x + 15a + 8a 12y - 15x + 23a 4. Subtract the following polynomials: (9y - 7x + 15a) - (-3y + 8x - 8a)
7.
Rewrite subtraction as
adding the opposite. (7a - 10b) + (- 3a - 4b) Group the like terms. 7a - 3a - 10b - 4b 4a - 14b 5. Subtract the following polynomials: (7a - 10b) - (3a + 4b)
8.
Line up your
like terms and add the opposite. 4x2 - 2xy + 3y2 + (+ 3x2 + xy - 2y2 ) -------------------------------------- 7x2 - xy + y2 6. Subtract the following polynomials using column form: (4x2 - 2xy + 3y2 ) - (-3x2 - xy + 2y2 )
9.
Find the sum
or difference. (5a – 3b) + (2a + 6b) 1. 3a – 9b 2. 3a + 3b 3. 7a + 3b 4. 7a – 3b
10.
Find the sum
or difference. (5a – 3b) – (2a + 6b) 1. 3a – 9b 2. 3a + 3b 3. 7a + 3b 4. 7a – 9b
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