The coefficient B in the factored form of the trinomial 2x2 − 12xy − 32y2 = 2(x − 8y)(x + By) is -4. This is because when you expand the factored form, you get 2x^2 - 16xy - 4y^2. Comparing this with the original trinomial, you can see that the coefficient of xy in the expanded form (-16) is equal to the coefficient of xy in the original trinomial (-12) divided by the coefficient of x^2 in the original trinomial (2). Therefore, B = -4.

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The coefficient B in the factored form of the trinomial 2x2 − 12xy − 32y2 = 2(x − 8y)(x + By) is -4. This is because when you expand the factored form, you get 2x^2 - 16xy - 4y^2. Comparing this with the original trinomial, you can see that the coefficient of xy in the expanded form (-16) is equal to the coefficient of xy in the original trinomial (-12) divided by the coefficient of x^2 in the original trinomial (2). Therefore, B = -4.

Given the trinomial, what is the value of the coefficient B in the factored form?2x2 − 12xy − 32y2 = 2(x − 8y)(x + By)Group of answer choices−4−224

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Given the trinomial, what is the value of the coefficient B in the factored form?

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