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When 4x²+7x-5 is Subtracted from 9x²- 2x +3
1 answer
did this already
9x^2 - 4x^2 = 5x^2
and so on for the other powes
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Similar Questions
Which expression correctly shows p(x)=9x5−9x2 factored completely over the integers?
9x2(x2+1)(x2−1) (x−1)(x2+x+1)
Top answer:
Did you check your answer? It's not even a 5th degree polynomial. You should have stopped here:
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when 4ײ + 7× - 5 is subtracted from 9x² - 2x + 3, the result is
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9-4 = 5 -2-7 = -9 3-(-5) = 8 so the result is 5x^2 - 9x + 8
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very deep, man ... !
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do the division. If the remainder is subtracted, the new remainder will be zero.
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EQUATION:
(NOTE: THIS IS A FRACTION) 5-(-2^3)(2)/6xsqrt9 -9x2 MY ANSWER: = 5-(-8)(2)/6x3-9x2 = 5+8(2)/18-9x2 = 5+16/18-18 = 21/0
Top answer:
well, it looks right. I am not cetain of your fraction, you use of () are limited.
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Consider the polynomial p(x) = 16x^4 81y^4. Which of the following are equivalent expressions? Select all that apply.
(4x²-9y^2)
Top answer:
p(x) = 16x^4 - 81y^4 To determine which expressions are equivalent, we can factor p(x) using the
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Consider the polynomial p(x) = 16x^4 81y^4. Which of the following are equivalent expressions? Select all that apply.
(4x²-9y^2)
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(4x²-9y^2)(4x² - 9y²) and (4x² + 9y²) (2x + 3y)(2x - 3y) are equivalent expressions.
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Which expression correctly shows p(x)=27x3+45x2−3x−5 factored completely over the integers? (Hint: You will need to use more
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almost. 9x^2-1 = (3x)^2 - 1^2 = (3x-1)(3x+1)
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