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Q: Add or subtract and simplify your answers 3X/(X^2+ 3X -10) - 2X/(X^2+ x-6)
A: Instructions Adding Polynomials 1 Combine like terms. For example, if you were asked to add (3x^2 +2x + 4) to (6x^2 + 4x + 8), you would combine 3x^2 with 6x^2, 2x with 4x and 4 with 8. 2 Add like terms. [ Arrange the terms vertically and add like this: 3x^2 + 2x + 4 + 6x^2 + 4x + 8. Sponsored Links Small order business Asia's leading lighting event with 2,100+ suppliers, Register
now! 3 Simplify. Your answer should then be 9x^2 + 6x + 12. Subtracting Polynomials 4 Combine like terms. Just as you did with addition, group like terms together. For example, if you were asked to subtract (2x^3 + 8x + 6) from (3x^3 -2x + 4) you would combine 3x^3 with 2x^3, -2x with 8x and 4 with 6. 5 Subtract like terms. Arrange the like terms so they line up vertically as you did with addition and subtract. 3x^3 - 2x + 4 - 2x^3 + 8x + 6 6 Simplify. Your answer should then be x^3 - 10x - 2. Adding and Subtracting Monomials 7 Combine like terms. For example, if you were asked to add 5x to 2x or subtract 2x from 5x, you would combine these terms as you did in the examples above. 8 Add or subtract the terms. In this case you would add 5x to 2x or subtract 2x from 5x. 9 Simplify. Your answer should then be 7x or 3x. Read more: How to Add and Subtract Monomials and Polynomials | eHow.com ]
Expert answered|dandix14|Points 280|
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Asked 9/18/2012 7:53:34 PM
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3. When bonds mature, a corporation will pay the bondholders (Points : 5) a) the current market value of the bonds. b) the face amount plus the original premium or minus the original discount. c) the face amount plus the interest accrued since the date the bonds were issued. d) the face amount of the bonds.
Weegy: When bonds mature, a corporation will pay the bondholders b) the face amount plus the original premium or minus the original discount. (More)
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Updated 9/17/2012 12:50:57 PM
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When bonds mature, a corporation will pay the bondholders the face amount of the bonds.
Added 9/17/2012 12:51:02 PM
This answer has been confirmed as correct and helpful.
Confirmed by andrewpallarca [7/31/2014 12:33:05 PM]
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