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C=3y^2+4y+4 D=-7y^2+3y-6

User Giorgioca
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2 Answers

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The value of the polynomial expression D - C is; 4·y² - y - 10

The steps used to find the value of the difference between the polynomials D and C is presented as follows;

The polynomial expressions can be presented as follows;

C = 3·y² + 4·y + 4

D = -7·y² + 3·y - 6

Therefore; D - C = 7·y² + 3·y - 6 - (3·y² + 4·y + 4)

D - C = 7·y² - 3·y² + 3·y - 4·y - 6 - 4

7·y² - 3·y² + 3·y - 4·y - 6 - 4 = 4·y² - y - 10

D - C = 4·y² - y - 10

The question obtained from a similar question found through search can be presented as follows;

C = 3·y² + 4·y + 4

D = -7·y² + 3·y - 6

D - C = ___

User Rschristian
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7.8k points
3 votes

Answer:

graphs

Explanation:

c= the first one d= the second

C=3y^2+4y+4 D=-7y^2+3y-6-example-1
C=3y^2+4y+4 D=-7y^2+3y-6-example-2
User BlackCetha
by
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