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What is the difference of the polynomials?

(81653 - 9r9s4 + 3495) - (2495 - 51°56 - 4r+s4)
A) 663 - 414 + 7435
B) 693 - 13584 - 455
C) 883 - 5554 + 495 + 5356
D) 883 - 131554 + $5 - 5356

User Seek
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1 Answer

6 votes

Final answer:

To find the difference of the polynomials, subtract the second polynomial from the first and simplify the expression by combining like terms. The difference of the polynomials is option B) 693 - 13584 - 455.

Step-by-step explanation:

To find the difference of the polynomials, we subtract the second polynomial from the first. We can simplify the expression by combining like terms:

(81653 - 9r9s4 + 3495) - (2495 - 51°56 - 4r+s4)

= 81653 - 9r9s4 + 3495 - 2495 + 51°56 + 4r+s4

= 81653 - 2495 + 3495 + 51°56 + 4r+s4 - 9r9s4

= 79158 + 51°56 - 5r9s4

The difference of the polynomials is option B) 693 - 13584 - 455.

User Ubermonkey
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