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Mathematics
Algebra
Factor 24^2 + 42x + 15
1 answer
(6x+3)(4x+5)
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Which of these is equivalent to the following?
14(3x-2)(1 point) Responses 42x + 28 42x + 28 42x - 2 42x - 2 42x + 2 42x + 2 42x
Top answer:
The correct equivalent expression is 42x - 28.
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Which of these is equivalent to the following? 14(3x-2)(1 point) Responses
1. 42x + 28 2. 42x - 2 3. 42x + 2 4. 42x - 28
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The equivalent expression to 14(3x-2) is 42x - 28. Therefore, the correct answer is 4. 42x - 28.
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Factor 24x^2-42x I know how to factor but there is only two terms? I am confused. It would be greatly appreciated if someone
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well, we can surely take 2 x out 2 x (12 x- 21) oh, grab a three 6 x (4 x - 7)
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mahamad
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6(7x - 5) = - 114
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P(X)=X^2+2;P(1)
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Can someone help me factor this
24x2 + 42x + 15
Top answer:
3(8x^2 + 14x +5) = 3(2x + 1)(4x + 5)
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Factor completely 9x^2 + 42x + 49.
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Top answer:
since the 1st and last are perfect squares, look for (3x+7)^2 = 9x^2+42x+49
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I need to factor (my last post was incorrect)
24x^2 + 42x + 15
Top answer:
=3(8x^2 +14x +5) =3(2x + 1)(4x +5)
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Factor by grouping:
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30x^3 - 42x^2 + 5x - 7 (30x^3 + 5x) + (-42x^2 - 7) 5x( 6x^2 + 1) - 7(6x^2 + 1) (6x^2 + 1) (5x - 7)
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Factor the high-degree polynomial expression 7x^2+ 42x + 63 = 0.
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To factor the high-degree polynomial expression 7x^2 + 42x + 63 = 0, we begin by finding the
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which of these is equivalent to the following? 14(3x-2)
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Ok I got two I need help with :
1. Factor Completely 7x^2 + 49x + 42 I get 7x^2 + 7x + 42x + 42 then 7x(x+1) but the right side